diff --git a/documents/_build/doctrees/environment.pickle b/documents/_build/doctrees/environment.pickle
index d4fb4c2e..5817baf6 100644
Binary files a/documents/_build/doctrees/environment.pickle and b/documents/_build/doctrees/environment.pickle differ
diff --git a/documents/_build/doctrees/index.doctree b/documents/_build/doctrees/index.doctree
index f71ea4ed..d58d15a5 100644
Binary files a/documents/_build/doctrees/index.doctree and b/documents/_build/doctrees/index.doctree differ
diff --git a/documents/_build/html/.buildinfo b/documents/_build/html/.buildinfo
index f64d2bca..92280ebe 100644
--- a/documents/_build/html/.buildinfo
+++ b/documents/_build/html/.buildinfo
@@ -1,4 +1,4 @@
 # Sphinx build info version 1
 # This file hashes the configuration used when building these files. When it is not found, a full rebuild will be done.
-config: bf2d3cd31b208d9e15a19d0fc21cedfe
+config: 0665ba1405c0067a33433da2fc6024e1
 tags: 645f666f9bcd5a90fca523b33c5a78b7
diff --git a/documents/_build/html/_sources/index.rst.txt b/documents/_build/html/_sources/index.rst.txt
index 47d320f8..8b611c5b 100644
--- a/documents/_build/html/_sources/index.rst.txt
+++ b/documents/_build/html/_sources/index.rst.txt
@@ -12,14 +12,13 @@ ExoJAX
    :maxdepth: 1
 
    userguide/installation.rst
-   userguide/ref.rst
-
+   userguide/ql.rst	     
 
 .. toctree::
    :maxdepth: 1
    :caption: Tutorials:
 	     
-   tutorials/voigt_function.rst   
+   tutorials/voigt_function.rst
    tutorials/opacity.rst	     
    tutorials/opacity_exomol.rst	     
    tutorials/comparison_db.rst	     
@@ -28,7 +27,10 @@ ExoJAX
    tutorials/forward_modeling.rst	     
    tutorials/reverse_modeling.rst	     
    tutorials/fitbd.rst	     
+   tutorials/optimize_voigt.rst   
+
 
+   
 .. toctree::
    :maxdepth: 1
    :caption: User Guide:
@@ -44,6 +46,7 @@ ExoJAX
    :caption: For Developers :
 
    developers/doc.rst   
+   developers/experimental.rst   
 
 Collaborations using exojax is `welcome <http://secondearths.sakura.ne.jp/en/index.html>`_!
    
diff --git a/documents/_build/html/_static/documentation_options.js b/documents/_build/html/_static/documentation_options.js
index ed91a58a..aef63450 100644
--- a/documents/_build/html/_static/documentation_options.js
+++ b/documents/_build/html/_static/documentation_options.js
@@ -1,6 +1,6 @@
 var DOCUMENTATION_OPTIONS = {
     URL_ROOT: document.getElementById("documentation_options").getAttribute('data-url_root'),
-    VERSION: '0.5.3',
+    VERSION: '0.5.5',
     LANGUAGE: 'None',
     COLLAPSE_INDEX: false,
     FILE_SUFFIX: '.html',
diff --git a/documents/_build/html/genindex.html b/documents/_build/html/genindex.html
index c1becc36..539cde85 100644
--- a/documents/_build/html/genindex.html
+++ b/documents/_build/html/genindex.html
@@ -8,7 +8,7 @@
   
   <meta name="viewport" content="width=device-width, initial-scale=1.0">
   
-  <title>Index &mdash; exojax 0.5.3 documentation</title>
+  <title>Index &mdash; exojax 0.5.5 documentation</title>
   
 
   
@@ -83,12 +83,12 @@
             
             
               <ul>
-<li class="toctree-l1"><a class="reference internal" href="userguide/installation.html">Installation</a></li>
-<li class="toctree-l1"><a class="reference internal" href="userguide/ref.html">References</a></li>
+<li class="toctree-l1"><a class="reference internal" href="userguide/installation.html">Installation and References</a></li>
+<li class="toctree-l1"><a class="reference internal" href="userguide/ql.html">Quick Look for Observers</a></li>
 </ul>
 <p class="caption"><span class="caption-text">Tutorials:</span></p>
 <ul>
-<li class="toctree-l1"><a class="reference internal" href="tutorials/voigt_function.html">Fitting the Voigt Profile</a></li>
+<li class="toctree-l1"><a class="reference internal" href="tutorials/voigt_function.html">Fitting a Voigt Profile</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/opacity.html">CO Cross Section using HITRAN</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/opacity_exomol.html">CO Cross Section using ExoMol</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/comparison_db.html">Comparing HITEMP and ExoMol</a></li>
@@ -97,6 +97,7 @@
 <li class="toctree-l1"><a class="reference internal" href="tutorials/forward_modeling.html">Forward Modeling of an Emission Spectrum</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/reverse_modeling.html">Reverse Modeling of an Emission Spectrum</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/fitbd.html">🐱  Bayes Inference of a Real Spectrum of Luhman 16A</a></li>
+<li class="toctree-l1"><a class="reference internal" href="tutorials/optimize_voigt.html">Optimization of a Voigt profile</a></li>
 </ul>
 <p class="caption"><span class="caption-text">User Guide:</span></p>
 <ul>
@@ -109,6 +110,7 @@
 <p class="caption"><span class="caption-text">For Developers :</span></p>
 <ul>
 <li class="toctree-l1"><a class="reference internal" href="developers/doc.html">Generate Documents</a></li>
+<li class="toctree-l1"><a class="reference internal" href="developers/experimental.html">Experimental module</a></li>
 </ul>
 <p class="caption"><span class="caption-text">API:</span></p>
 <ul>
@@ -454,10 +456,10 @@ <h2 id="E">E</h2>
 </li>
       <li><a href="exojax/exojax.spec.html#module-exojax.spec.exomol">exojax.spec.exomol (module)</a>
 </li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
       <li><a href="exojax/exojax.spec.html#module-exojax.spec.exomolapi">exojax.spec.exomolapi (module)</a>
 </li>
+  </ul></td>
+  <td style="width: 33%; vertical-align: top;"><ul>
       <li><a href="exojax/exojax.spec.html#module-exojax.spec.hapi">exojax.spec.hapi (module)</a>
 </li>
       <li><a href="exojax/exojax.spec.html#module-exojax.spec.hitran">exojax.spec.hitran (module)</a>
@@ -481,6 +483,8 @@ <h2 id="E">E</h2>
       <li><a href="exojax/exojax.spec.html#module-exojax.spec.planck">exojax.spec.planck (module)</a>
 </li>
       <li><a href="exojax/exojax.spec.html#module-exojax.spec.response">exojax.spec.response (module)</a>
+</li>
+      <li><a href="exojax/exojax.spec.html#module-exojax.spec.rlpf">exojax.spec.rlpf (module)</a>
 </li>
       <li><a href="exojax/exojax.spec.html#module-exojax.spec.rtcheck">exojax.spec.rtcheck (module)</a>
 </li>
@@ -636,10 +640,18 @@ <h2 id="G">G</h2>
 <h2 id="H">H</h2>
 <table style="width: 100%" class="indextable genindextable"><tr>
   <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="exojax/exojax.special.html#exojax.special.faddeeva.h_bwd">h_bwd() (in module exojax.special.faddeeva)</a>
+      <li><a href="exojax/exojax.spec.html#exojax.spec.rlpf.h_bwd">h_bwd() (in module exojax.spec.rlpf)</a>
+
+      <ul>
+        <li><a href="exojax/exojax.special.html#exojax.special.faddeeva.h_bwd">(in module exojax.special.faddeeva)</a>
 </li>
-      <li><a href="exojax/exojax.special.html#exojax.special.faddeeva.h_fwd">h_fwd() (in module exojax.special.faddeeva)</a>
+      </ul></li>
+      <li><a href="exojax/exojax.spec.html#exojax.spec.rlpf.h_fwd">h_fwd() (in module exojax.spec.rlpf)</a>
+
+      <ul>
+        <li><a href="exojax/exojax.special.html#exojax.special.faddeeva.h_fwd">(in module exojax.special.faddeeva)</a>
 </li>
+      </ul></li>
   </ul></td>
   <td style="width: 33%; vertical-align: top;"><ul>
       <li><a href="exojax/exojax.spec.html#exojax.spec.hapi.hcpf">hcpf() (in module exojax.spec.hapi)</a>
@@ -701,7 +713,11 @@ <h2 id="L">L</h2>
       <li><a href="exojax/exojax.spec.html#exojax.spec.hapi.listOfTuples">listOfTuples() (in module exojax.spec.hapi)</a>
 </li>
       <li><a href="exojax/exojax.spec.html#exojax.spec.lpf.ljert">ljert() (in module exojax.spec.lpf)</a>
+
+      <ul>
+        <li><a href="exojax/exojax.spec.html#exojax.spec.rlpf.ljert">(in module exojax.spec.rlpf)</a>
 </li>
+      </ul></li>
   </ul></td>
   <td style="width: 33%; vertical-align: top;"><ul>
       <li><a href="exojax/exojax.spec.html#exojax.spec.hapi.loadCache">loadCache() (in module exojax.spec.hapi)</a>
@@ -970,14 +986,14 @@ <h2 id="R">R</h2>
 </li>
       <li><a href="exojax/exojax.spec.html#exojax.spec.hapi.REGEX_STRING_FIXCOL">REGEX_STRING_FIXCOL() (in module exojax.spec.hapi)</a>
 </li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
       <li><a href="exojax/exojax.spec.html#exojax.spec.hapi.renameColumn">renameColumn() (in module exojax.spec.hapi)</a>
 </li>
       <li><a href="exojax/exojax.special.html#exojax.special.faddeeva.rewofz">rewofz() (in module exojax.special.faddeeva)</a>
 </li>
       <li><a href="exojax/exojax.special.html#exojax.special.faddeeva.rewofzs2">rewofzs2() (in module exojax.special.faddeeva)</a>
 </li>
+  </ul></td>
+  <td style="width: 33%; vertical-align: top;"><ul>
       <li><a href="exojax/exojax.spec.html#exojax.spec.response.rigidrot">rigidrot() (in module exojax.spec.response)</a>
 </li>
       <li><a href="exojax/exojax.spec.html#exojax.spec.response.rigidrot2">rigidrot2() (in module exojax.spec.response)</a>
@@ -1001,6 +1017,16 @@ <h2 id="R">R</h2>
       <li><a href="exojax/exojax.dynamics.html#exojax.dynamics.rvfunc.rvf2">rvf2() (in module exojax.dynamics.rvfunc)</a>
 </li>
       <li><a href="exojax/exojax.dynamics.html#exojax.dynamics.rvfunc.rvf2c">rvf2c() (in module exojax.dynamics.rvfunc)</a>
+</li>
+      <li><a href="exojax/exojax.spec.html#exojax.spec.rlpf.rvoigt">rvoigt() (in module exojax.spec.rlpf)</a>
+</li>
+      <li><a href="exojax/exojax.spec.html#exojax.spec.rlpf.rvoigtone">rvoigtone() (in module exojax.spec.rlpf)</a>
+</li>
+      <li><a href="exojax/exojax.spec.html#exojax.spec.rlpf.rvvoigt">rvvoigt() (in module exojax.spec.rlpf)</a>
+</li>
+      <li><a href="exojax/exojax.spec.html#exojax.spec.rlpf.rxsmatrix">rxsmatrix() (in module exojax.spec.rlpf)</a>
+</li>
+      <li><a href="exojax/exojax.spec.html#exojax.spec.rlpf.rxsvector">rxsvector() (in module exojax.spec.rlpf)</a>
 </li>
   </ul></td>
 </tr></table>
diff --git a/documents/_build/html/index.html b/documents/_build/html/index.html
index 7017d64b..13903e2a 100644
--- a/documents/_build/html/index.html
+++ b/documents/_build/html/index.html
@@ -7,7 +7,7 @@
   
   <meta name="viewport" content="width=device-width, initial-scale=1.0">
   
-  <title>ExoJAX &mdash; exojax 0.5.3 documentation</title>
+  <title>ExoJAX &mdash; exojax 0.5.5 documentation</title>
   
 
   
@@ -37,7 +37,7 @@
     
     <link rel="index" title="Index" href="genindex.html" />
     <link rel="search" title="Search" href="search.html" />
-    <link rel="next" title="Installation" href="userguide/installation.html" /> 
+    <link rel="next" title="Installation and References" href="userguide/installation.html" /> 
 </head>
 
 <body class="wy-body-for-nav">
@@ -83,12 +83,12 @@
             
             
               <ul>
-<li class="toctree-l1"><a class="reference internal" href="userguide/installation.html">Installation</a></li>
-<li class="toctree-l1"><a class="reference internal" href="userguide/ref.html">References</a></li>
+<li class="toctree-l1"><a class="reference internal" href="userguide/installation.html">Installation and References</a></li>
+<li class="toctree-l1"><a class="reference internal" href="userguide/ql.html">Quick Look for Observers</a></li>
 </ul>
 <p class="caption"><span class="caption-text">Tutorials:</span></p>
 <ul>
-<li class="toctree-l1"><a class="reference internal" href="tutorials/voigt_function.html">Fitting the Voigt Profile</a></li>
+<li class="toctree-l1"><a class="reference internal" href="tutorials/voigt_function.html">Fitting a Voigt Profile</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/opacity.html">CO Cross Section using HITRAN</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/opacity_exomol.html">CO Cross Section using ExoMol</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/comparison_db.html">Comparing HITEMP and ExoMol</a></li>
@@ -97,6 +97,7 @@
 <li class="toctree-l1"><a class="reference internal" href="tutorials/forward_modeling.html">Forward Modeling of an Emission Spectrum</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/reverse_modeling.html">Reverse Modeling of an Emission Spectrum</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/fitbd.html">🐱  Bayes Inference of a Real Spectrum of Luhman 16A</a></li>
+<li class="toctree-l1"><a class="reference internal" href="tutorials/optimize_voigt.html">Optimization of a Voigt profile</a></li>
 </ul>
 <p class="caption"><span class="caption-text">User Guide:</span></p>
 <ul>
@@ -109,6 +110,7 @@
 <p class="caption"><span class="caption-text">For Developers :</span></p>
 <ul>
 <li class="toctree-l1"><a class="reference internal" href="developers/doc.html">Generate Documents</a></li>
+<li class="toctree-l1"><a class="reference internal" href="developers/experimental.html">Experimental module</a></li>
 </ul>
 <p class="caption"><span class="caption-text">API:</span></p>
 <ul>
@@ -183,14 +185,14 @@ <h1>ExoJAX<a class="headerlink" href="#exojax" title="Permalink to this headline
 <p><a class="reference external" href="https://github.com/HajimeKawahara/exojax">ExoJAX</a> provides an auto-differentiable high-resolution spectrum model for exoplanets/brown dwarfs using <a class="reference external" href="https://github.com/google/jax">JAX</a>.</p>
 <div class="toctree-wrapper compound">
 <ul>
-<li class="toctree-l1"><a class="reference internal" href="userguide/installation.html">Installation</a></li>
-<li class="toctree-l1"><a class="reference internal" href="userguide/ref.html">References</a></li>
+<li class="toctree-l1"><a class="reference internal" href="userguide/installation.html">Installation and References</a></li>
+<li class="toctree-l1"><a class="reference internal" href="userguide/ql.html">Quick Look for Observers</a></li>
 </ul>
 </div>
 <div class="toctree-wrapper compound">
 <p class="caption"><span class="caption-text">Tutorials:</span></p>
 <ul>
-<li class="toctree-l1"><a class="reference internal" href="tutorials/voigt_function.html">Fitting the Voigt Profile</a></li>
+<li class="toctree-l1"><a class="reference internal" href="tutorials/voigt_function.html">Fitting a Voigt Profile</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/opacity.html">CO Cross Section using HITRAN</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/opacity_exomol.html">CO Cross Section using ExoMol</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/comparison_db.html">Comparing HITEMP and ExoMol</a></li>
@@ -199,6 +201,7 @@ <h1>ExoJAX<a class="headerlink" href="#exojax" title="Permalink to this headline
 <li class="toctree-l1"><a class="reference internal" href="tutorials/forward_modeling.html">Forward Modeling of an Emission Spectrum</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/reverse_modeling.html">Reverse Modeling of an Emission Spectrum</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/fitbd.html">🐱  Bayes Inference of a Real Spectrum of Luhman 16A</a></li>
+<li class="toctree-l1"><a class="reference internal" href="tutorials/optimize_voigt.html">Optimization of a Voigt profile</a></li>
 </ul>
 </div>
 <div class="toctree-wrapper compound">
@@ -215,6 +218,7 @@ <h1>ExoJAX<a class="headerlink" href="#exojax" title="Permalink to this headline
 <p class="caption"><span class="caption-text">For Developers :</span></p>
 <ul>
 <li class="toctree-l1"><a class="reference internal" href="developers/doc.html">Generate Documents</a></li>
+<li class="toctree-l1"><a class="reference internal" href="developers/experimental.html">Experimental module</a></li>
 </ul>
 </div>
 <p>Collaborations using exojax is <a class="reference external" href="http://secondearths.sakura.ne.jp/en/index.html">welcome</a>!</p>
@@ -244,7 +248,7 @@ <h2>License &amp; Attribution<a class="headerlink" href="#license-attribution" t
   
     <div class="rst-footer-buttons" role="navigation" aria-label="footer navigation">
       
-        <a href="userguide/installation.html" class="btn btn-neutral float-right" title="Installation" accesskey="n" rel="next">Next <span class="fa fa-arrow-circle-right"></span></a>
+        <a href="userguide/installation.html" class="btn btn-neutral float-right" title="Installation and References" accesskey="n" rel="next">Next <span class="fa fa-arrow-circle-right"></span></a>
       
       
     </div>
diff --git a/documents/_build/html/objects.inv b/documents/_build/html/objects.inv
index 783a79e2..ab1f7631 100644
Binary files a/documents/_build/html/objects.inv and b/documents/_build/html/objects.inv differ
diff --git a/documents/_build/html/py-modindex.html b/documents/_build/html/py-modindex.html
index 8c34d2ac..7fd19d2c 100644
--- a/documents/_build/html/py-modindex.html
+++ b/documents/_build/html/py-modindex.html
@@ -7,7 +7,7 @@
   
   <meta name="viewport" content="width=device-width, initial-scale=1.0">
   
-  <title>Python Module Index &mdash; exojax 0.5.3 documentation</title>
+  <title>Python Module Index &mdash; exojax 0.5.5 documentation</title>
   
 
   
@@ -85,12 +85,12 @@
             
             
               <ul>
-<li class="toctree-l1"><a class="reference internal" href="userguide/installation.html">Installation</a></li>
-<li class="toctree-l1"><a class="reference internal" href="userguide/ref.html">References</a></li>
+<li class="toctree-l1"><a class="reference internal" href="userguide/installation.html">Installation and References</a></li>
+<li class="toctree-l1"><a class="reference internal" href="userguide/ql.html">Quick Look for Observers</a></li>
 </ul>
 <p class="caption"><span class="caption-text">Tutorials:</span></p>
 <ul>
-<li class="toctree-l1"><a class="reference internal" href="tutorials/voigt_function.html">Fitting the Voigt Profile</a></li>
+<li class="toctree-l1"><a class="reference internal" href="tutorials/voigt_function.html">Fitting a Voigt Profile</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/opacity.html">CO Cross Section using HITRAN</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/opacity_exomol.html">CO Cross Section using ExoMol</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/comparison_db.html">Comparing HITEMP and ExoMol</a></li>
@@ -99,6 +99,7 @@
 <li class="toctree-l1"><a class="reference internal" href="tutorials/forward_modeling.html">Forward Modeling of an Emission Spectrum</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/reverse_modeling.html">Reverse Modeling of an Emission Spectrum</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/fitbd.html">🐱  Bayes Inference of a Real Spectrum of Luhman 16A</a></li>
+<li class="toctree-l1"><a class="reference internal" href="tutorials/optimize_voigt.html">Optimization of a Voigt profile</a></li>
 </ul>
 <p class="caption"><span class="caption-text">User Guide:</span></p>
 <ul>
@@ -111,6 +112,7 @@
 <p class="caption"><span class="caption-text">For Developers :</span></p>
 <ul>
 <li class="toctree-l1"><a class="reference internal" href="developers/doc.html">Generate Documents</a></li>
+<li class="toctree-l1"><a class="reference internal" href="developers/experimental.html">Experimental module</a></li>
 </ul>
 <p class="caption"><span class="caption-text">API:</span></p>
 <ul>
@@ -323,6 +325,11 @@ <h1>Python Module Index</h1>
        <td>&#160;&#160;&#160;
        <a href="exojax/exojax.spec.html#module-exojax.spec.response"><code class="xref">exojax.spec.response</code></a></td><td>
        <em></em></td></tr>
+     <tr class="cg-1">
+       <td></td>
+       <td>&#160;&#160;&#160;
+       <a href="exojax/exojax.spec.html#module-exojax.spec.rlpf"><code class="xref">exojax.spec.rlpf</code></a></td><td>
+       <em></em></td></tr>
      <tr class="cg-1">
        <td></td>
        <td>&#160;&#160;&#160;
diff --git a/documents/_build/html/search.html b/documents/_build/html/search.html
index beb308ca..e6c1c05c 100644
--- a/documents/_build/html/search.html
+++ b/documents/_build/html/search.html
@@ -7,7 +7,7 @@
   
   <meta name="viewport" content="width=device-width, initial-scale=1.0">
   
-  <title>Search &mdash; exojax 0.5.3 documentation</title>
+  <title>Search &mdash; exojax 0.5.5 documentation</title>
   
 
   
@@ -84,12 +84,12 @@
             
             
               <ul>
-<li class="toctree-l1"><a class="reference internal" href="userguide/installation.html">Installation</a></li>
-<li class="toctree-l1"><a class="reference internal" href="userguide/ref.html">References</a></li>
+<li class="toctree-l1"><a class="reference internal" href="userguide/installation.html">Installation and References</a></li>
+<li class="toctree-l1"><a class="reference internal" href="userguide/ql.html">Quick Look for Observers</a></li>
 </ul>
 <p class="caption"><span class="caption-text">Tutorials:</span></p>
 <ul>
-<li class="toctree-l1"><a class="reference internal" href="tutorials/voigt_function.html">Fitting the Voigt Profile</a></li>
+<li class="toctree-l1"><a class="reference internal" href="tutorials/voigt_function.html">Fitting a Voigt Profile</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/opacity.html">CO Cross Section using HITRAN</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/opacity_exomol.html">CO Cross Section using ExoMol</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/comparison_db.html">Comparing HITEMP and ExoMol</a></li>
@@ -98,6 +98,7 @@
 <li class="toctree-l1"><a class="reference internal" href="tutorials/forward_modeling.html">Forward Modeling of an Emission Spectrum</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/reverse_modeling.html">Reverse Modeling of an Emission Spectrum</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/fitbd.html">🐱  Bayes Inference of a Real Spectrum of Luhman 16A</a></li>
+<li class="toctree-l1"><a class="reference internal" href="tutorials/optimize_voigt.html">Optimization of a Voigt profile</a></li>
 </ul>
 <p class="caption"><span class="caption-text">User Guide:</span></p>
 <ul>
@@ -110,6 +111,7 @@
 <p class="caption"><span class="caption-text">For Developers :</span></p>
 <ul>
 <li class="toctree-l1"><a class="reference internal" href="developers/doc.html">Generate Documents</a></li>
+<li class="toctree-l1"><a class="reference internal" href="developers/experimental.html">Experimental module</a></li>
 </ul>
 <p class="caption"><span class="caption-text">API:</span></p>
 <ul>
diff --git a/documents/_build/html/searchindex.js b/documents/_build/html/searchindex.js
index 0c21aed6..90f34ee9 100644
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Documents","Experimental module","exojax package","exojax.dynamics package","exojax.plot package","exojax.spec package","exojax.special package","exojax.utils package","Welcome to exojax\u2019s documentation!","ExoJAX","CIA Absorption Coefficient","Comparing HITEMP and ExoMol","\ud83d\udc31  Bayes Inference of a Real Spectrum of Luhman 16A","Forward Modeling of an Emission Spectrum","CO Cross Section using HITRAN","CO Cross Section using ExoMol","Optimization of a Voigt profile","Reverse Modeling of an Emission Spectrum","Rigid Stellar Rotation and Gaussian Convolution","Fitting a Voigt Profile","ExoMol","HITRAN/HITEMP","Voigt-Hjerting Function and Voigt Profile","Installation and References","Molecular Database and Conversion","Quick Look for Observers","Radiative Transfer"],titleterms:{"16a":12,"function":[22,26],"import":14,absorpt:[10,16,19,21,26],afunc:7,api:20,atmospher:26,atmplot:4,attribut:9,autospec:5,basic:[20,21,24],bay:12,broad:20,broaden:20,chopstack:7,cia:[10,21],coeffici:10,collis:21,compar:11,comput:20,constant:7,contdb:5,content:[2,3,4,5,6,7],convers:24,convolut:18,cross:[14,15],databas:[20,21,24],def:20,defcia:5,defmol:5,document:[0,8],download_moldb:5,dynam:3,elow:20,emiss:[13,17],erfcx:6,evallin:5,exojax:[2,3,4,5,6,7,8,9],exomol:[5,11,15,20],exomolapi:5,experiment:1,expn:6,faddeeva:6,feather:20,file:20,fit:19,format:20,forward:13,gaussian:18,gener:0,gete:3,gpu:23,gup:20,hapi:5,hitemp:[11,21],hitran:[5,14,21],hitrancia:5,hjert:22,hmc:19,indic:8,induc:21,infer:12,instal:23,layer:26,licens:9,line:24,line_strength:5,look:25,lpf:[1,5],luhman:12,make_numatrix:5,model:[13,16,17,19,26],modul:[1,2,3,4,5,6,7],moldb:5,molecular:[20,21,24],molinfo:5,molnam:7,note:14,nut:19,observ:25,opac:5,optim:16,packag:[2,3,4,5,6,7],paramet:20,partf:5,partit:20,planck:5,plot:4,profil:[16,19,22],pure:26,quantiti:[20,21,24],quick:25,radi:26,read:20,real:12,refer:[9,23],respons:5,revers:17,rigid:18,rlpf:5,rotat:18,rtcheck:5,rtransfer:5,rvfunc:3,section:[14,15],simpl:[16,19],sourc:26,spec:5,special:6,spectrum:[12,13,17],state:20,stellar:18,strength:24,submodul:[3,4,5,6,7],subpackag:2,support:23,tabl:8,trans2e3:26,transfer:26,transit:20,transmiss:26,url:7,using:[14,15],util:7,voigt:[16,19,22],welcom:8}})
\ No newline at end of file
diff --git a/documents/conf.py b/documents/conf.py
index 43cd63f1..27953fe3 100644
--- a/documents/conf.py
+++ b/documents/conf.py
@@ -22,7 +22,7 @@
 author = 'Hajime Kawahara'
 
 # The full version, including alpha/beta/rc tags
-release = '0.5.4'
+release = '0.5.5'
 
 
 # -- General configuration ---------------------------------------------------
diff --git a/documents/developers/experimental.rst b/documents/developers/experimental.rst
new file mode 100644
index 00000000..7495abea
--- /dev/null
+++ b/documents/developers/experimental.rst
@@ -0,0 +1,15 @@
+Experimental module
+------------------------
+
+
+The experimental module is invisible to normal users. However, you can use like that
+
+.. code:: ipython3
+
+	  from exolax.expermental import lpfs.clpf
+
+lpfs
+=======
+
+One of the major issues in exojax is the JVP mode is used for forward differentiation in NumPyro/HMC-NUTS. However, the optimization needs the VJP. So we put rlpf for that purpose. In future we want to unify these functions to a single function. 
+
diff --git a/documents/index.rst b/documents/index.rst
index 47d320f8..8b611c5b 100644
--- a/documents/index.rst
+++ b/documents/index.rst
@@ -12,14 +12,13 @@ ExoJAX
    :maxdepth: 1
 
    userguide/installation.rst
-   userguide/ref.rst
-
+   userguide/ql.rst	     
 
 .. toctree::
    :maxdepth: 1
    :caption: Tutorials:
 	     
-   tutorials/voigt_function.rst   
+   tutorials/voigt_function.rst
    tutorials/opacity.rst	     
    tutorials/opacity_exomol.rst	     
    tutorials/comparison_db.rst	     
@@ -28,7 +27,10 @@ ExoJAX
    tutorials/forward_modeling.rst	     
    tutorials/reverse_modeling.rst	     
    tutorials/fitbd.rst	     
+   tutorials/optimize_voigt.rst   
+
 
+   
 .. toctree::
    :maxdepth: 1
    :caption: User Guide:
@@ -44,6 +46,7 @@ ExoJAX
    :caption: For Developers :
 
    developers/doc.rst   
+   developers/experimental.rst   
 
 Collaborations using exojax is `welcome <http://secondearths.sakura.ne.jp/en/index.html>`_!
    
diff --git a/documents/tutorials/optimize_voigt.rst b/documents/tutorials/optimize_voigt.rst
new file mode 100644
index 00000000..fdd6a725
--- /dev/null
+++ b/documents/tutorials/optimize_voigt.rst
@@ -0,0 +1,192 @@
+
+Optimization of a Voigt profile
+===============================
+
+*Update: June 12/2021, Hajime Kawahara*
+
+
+.. code:: ipython3
+
+    from exojax.spec.rlpf import rvoigt
+    import jax.numpy as jnp
+    import matplotlib.pyplot as plt
+
+Let’s optimize the Voigt function :math:`V(\nu, \beta, \gamma_L)` using
+exojax! :math:`V(\nu, \beta, \gamma_L)` is a convolution of a Gaussian
+with a STD of :math:`\beta` and a Lorentian with a gamma parameter of
+:math:`\gamma_L`.
+
+Note that we use `spec.rlpf.rvoigt <../exojax/exojax.spec.html#exojax.spec.rlpf.rvoigt>`_ instead of spec.voigt. This function
+is a voigt profile with VJP while voigt is JVP defined one. For some
+reason, we do not use rvoigt as a default function of the voigt profile.
+But in future, we plan to replace the VJP version as a default one.
+
+.. code:: ipython3
+
+    nu=jnp.linspace(-10,10,100)
+    plt.plot(nu, rvoigt(nu,1.0,2.0)) #beta=1.0, gamma_L=2.0
+
+
+.. image:: optimize_voigt/output_3_1.png
+
+
+optimization of a simple absorption model
+-----------------------------------------
+
+Next, we try to fit a simple absorption model to mock data. The
+absorption model is
+
+:math:`f= 1 - e^{-a V(\nu,\beta,\gamma_L)}`
+
+.. code:: ipython3
+
+    def absmodel(nu,a,beta,gamma_L):
+        return 1.0 - jnp.exp(a*rvoigt(nu,beta,gamma_L))
+
+Adding a noise…
+
+.. code:: ipython3
+
+    from numpy.random import normal
+    data=absmodel(nu,2.0,1.0,2.0)+normal(0.0,0.01,len(nu))
+    plt.plot(nu,data,".")
+
+
+.. image:: optimize_voigt/output_8_1.png
+
+
+Let’s optimize the multiple parameters
+
+.. code:: ipython3
+
+    from jax import grad, vmap
+
+We define the objective function as :math:`obj = |d - f|^2`
+
+.. code:: ipython3
+
+    # loss or objective function
+    def obj(a,beta,gamma_L):
+        f=data-absmodel(nu,a,beta,gamma_L)
+        g=jnp.dot(f,f)
+        return g
+
+
+.. code:: ipython3
+
+    #These are the derivative of the objective function
+    h_a=grad(obj,argnums=0)
+    h_beta=grad(obj,argnums=1)
+    h_gamma_L=grad(obj,argnums=2)
+    print(h_a(2.0,1.0,2.0),h_beta(2.0,1.0,2.0),h_gamma_L(2.0,1.0,2.0))
+
+
+.. parsed-literal::
+
+    -0.0052589616 -0.0037011264 -0.0044463067
+
+
+.. code:: ipython3
+
+    from jax import jit
+    
+    @jit
+    def step(t,opt_state):
+        a,beta,gamma_L=get_params(opt_state)
+        value=obj(a,beta,gamma_L)
+        
+        grads_a = h_a(a,beta,gamma_L)
+        grads_beta = h_beta(a,beta,gamma_L)
+        grads_gamma_L = h_gamma_L(a,beta,gamma_L)
+    
+        grads=jnp.array([grads_a,grads_beta,grads_gamma_L])
+        
+        opt_state = opt_update(t, grads, opt_state)
+        return value, opt_state
+    
+    def doopt(r0,opt_init,get_params,Nstep):
+        opt_state = opt_init(r0)
+        traj=[r0]
+        for t in range(Nstep):
+            value, opt_state = step(t, opt_state)
+            p=get_params(opt_state)
+            traj.append(p)
+        return traj, p
+
+Here, we use the ADAM optimizer.
+
+.. code:: ipython3
+
+    #adam
+    from jax.experimental import optimizers
+    opt_init, opt_update, get_params = optimizers.adam(1.e-1)
+    r0 = jnp.array([1.5,1.5,1.5])
+    trajadam, padam=doopt(r0,opt_init,get_params,1000)
+
+Optimized values are given in padam
+
+.. code:: ipython3
+
+    padam
+
+
+
+
+.. parsed-literal::
+
+    Buffer([2.0401988, 0.9381701, 2.1008859], dtype=float32)
+
+
+
+.. code:: ipython3
+
+    traj=jnp.array(trajadam)
+    plt.plot(traj[:,0],label="$\\alpha$")
+    plt.plot(traj[:,1],ls="dashed",label="$\\beta$")
+    plt.plot(traj[:,2],ls="dotted",label="$\\gamma_L$")
+    plt.xscale("log")
+    plt.legend()
+    plt.show()
+
+
+
+.. image:: optimize_voigt/output_19_0.png
+
+
+.. code:: ipython3
+
+    plt.plot(nu,data,".",label="data")
+    plt.plot(nu,absmodel(nu,padam[0],padam[1],padam[2]),label="optimized")
+    plt.show()
+
+
+
+.. image:: optimize_voigt/output_20_0.png
+
+
+Using SGD instead…, you need to increase the number of iteration for
+convergence
+
+.. code:: ipython3
+
+    #sgd
+    from jax.experimental import optimizers
+    opt_init, opt_update, get_params = optimizers.sgd(1.e-1)
+    r0 = jnp.array([1.5,1.5,1.5])
+    trajsgd, psgd=doopt(r0,opt_init,get_params,10000)
+
+.. code:: ipython3
+
+    traj=jnp.array(trajsgd)
+    plt.plot(traj[:,0],label="$\\alpha$")
+    plt.plot(traj[:,1],ls="dashed",label="$\\beta$")
+    plt.plot(traj[:,2],ls="dotted",label="$\\gamma_L$")
+    plt.xscale("log")
+    plt.legend()
+    plt.show()
+
+
+
+.. image:: optimize_voigt/output_23_0.png
+
+
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diff --git a/documents/tutorials/optimize_voigt/output_3_1.png b/documents/tutorials/optimize_voigt/output_3_1.png
new file mode 100644
index 00000000..38d4ca2e
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diff --git a/documents/tutorials/optimize_voigt/output_8_1.png b/documents/tutorials/optimize_voigt/output_8_1.png
new file mode 100644
index 00000000..6497a76a
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diff --git a/documents/tutorials/voigt_function.rst b/documents/tutorials/voigt_function.rst
index 76b32fd7..7ae1261b 100644
--- a/documents/tutorials/voigt_function.rst
+++ b/documents/tutorials/voigt_function.rst
@@ -1,4 +1,4 @@
-Fitting the Voigt Profile
+Fitting a Voigt Profile
 ===========================================
 *Update: May 10/2021, Hajime Kawahara*
 
@@ -151,3 +151,4 @@ We got a posterior sampling.
 .. image:: voigt_function/output_20_0.png
 
 
+To optimize this model, for instance using `ADAM <https://arxiv.org/abs/1412.6980>`_, see ":doc:`optimize_voigt`".
diff --git a/documents/userguide/cu1.png b/documents/userguide/cu1.png
new file mode 100644
index 00000000..d97ec3f6
Binary files /dev/null and b/documents/userguide/cu1.png differ
diff --git a/documents/userguide/cu2.png b/documents/userguide/cu2.png
new file mode 100644
index 00000000..180d7b06
Binary files /dev/null and b/documents/userguide/cu2.png differ
diff --git a/documents/userguide/exomol.rst b/documents/userguide/exomol.rst
index ccf4dec4..443d3cf0 100644
--- a/documents/userguide/exomol.rst
+++ b/documents/userguide/exomol.rst
@@ -91,7 +91,7 @@ Basic Quantities
 +-----------------------+-------------+----+------+
 |reference line strength|Sij0         |cm  |np    |
 +-----------------------+-------------+----+------+
-|log10 Sij0             |logsij0      |    |jnp   |
+|log_e Sij0             |logsij0      |    |jnp   |
 +-----------------------+-------------+----+------+
 |statistical weight     |gpp          |    |jnp   |
 +-----------------------+-------------+----+------+
diff --git a/documents/userguide/hitran.rst b/documents/userguide/hitran.rst
index 62821aa3..2ff44162 100644
--- a/documents/userguide/hitran.rst
+++ b/documents/userguide/hitran.rst
@@ -48,7 +48,7 @@ These are the basic quantities of MdbHit.
 +-----------------------+-------------+----+------+
 |reference line strength|Sij0         |cm  |np    |
 +-----------------------+-------------+----+------+
-|log10 Sij0             |logsij0      |    |jnp   |
+|log_e Sij0             |logsij0      |    |jnp   |
 +-----------------------+-------------+----+------+
 |statistical weight     |gpp          |    |jnp   |
 +-----------------------+-------------+----+------+
diff --git a/documents/userguide/installation.rst b/documents/userguide/installation.rst
index 044f7205..4135eae0 100644
--- a/documents/userguide/installation.rst
+++ b/documents/userguide/installation.rst
@@ -1,5 +1,5 @@
-Installation
-------------------
+Installation and References
+----------------------------------
 
 At a minimum, you can start to use exojax by
 
@@ -44,3 +44,8 @@ In addition, you may need cuDNN for `response.ipgauss2 <../exojax/exojax.spec.ht
 	   
 .. code:: sh
 	  sudo dpkg -i libcudnn8_8.2.0.53-1+cuda11.3_amd64.deb
+
+References
+=================
+
+- Kawahara, Kawashima, Masuda, Crossfield (2021) `arXiv <https://arxiv.org/abs/2105.14782>`_.
diff --git a/documents/userguide/moldb.rst b/documents/userguide/moldb.rst
index 0dd60193..dbe88acf 100644
--- a/documents/userguide/moldb.rst
+++ b/documents/userguide/moldb.rst
@@ -45,7 +45,7 @@ Examples of the other quantities in mdb are listed in the table below.
 +-----------------------+-------------+----+------+
 |reference line strength|Sij0         |cm  |np    |
 +-----------------------+-------------+----+------+
-|log10 Sij0             |logsij0      |    |jnp   |
+|log_e Sij0             |logsij0      |    |jnp   |
 +-----------------------+-------------+----+------+
 
 The fourth column indicates the data type of the array; np means the array is numpy nd array (float64). jnp is jax.numpy array on device. Remember that the jnp array is float32. Why do we have both np and jnp versions of the line center? This is because the float64 is needed to keep precision for some conversions. See the last section of "  :doc:`../tutorials/opacity` " for more details. Because the lien strength is small number in general, we have np version of S0 and jnp version of **logarithm** of S0. In fact, logsij0 is used to compute the line strength.
diff --git a/documents/userguide/ql.rst b/documents/userguide/ql.rst
new file mode 100644
index 00000000..25c15722
--- /dev/null
+++ b/documents/userguide/ql.rst
@@ -0,0 +1,46 @@
+Quick Look for Observers
+------------------------------
+
+The difficulty with high-dispersion spectral analysis is that it takes a lot of work to make a small example spectrum. In my personal experience, it is surprisingly annoying to quickly find out if, for example, the water line was here or not during an observation. `AutoRT <../exojax/exojax.spec.html#exojax.spec.autospec.AutoRT>`_ was made for that purpose. Here is an example to quickly make the spectrum assuming water, CO, and CIA. 
+
+.. code:: ipython3
+	  
+   import numpy as np
+   import matplotlib.pyplot as plt
+   from exojax.spec import AutoRT
+   from exojax.spec.rtransfer import nugrid
+   
+   nus,wav,res=nugrid(23200,23300,1000,"AA") #compute a spectrum in 23200-23300 AA
+   Parr=np.logspace(-8,2,100)
+   Tarr = 1270.*(Parr/1.0)**0.1 #T-P profile 
+   
+   autort=AutoRT(nus,1.e5,2.33,Tarr,Parr) #g=1.e5 cm/s2, mmw=2.33
+   autort.addcia("H2-H2",0.74,0.74)       #CIA, mmr(H)=0.74                        
+   autort.addmol("ExoMol","CO",0.01,crit=1.e-45)  #CO line, mmr(CO)=0.01   
+   autort.addmol("ExoMol","H2O",0.004,crit=1.e-40)  #H2O line, mmr(H2O)=0.004 
+
+   F=autort.rtrun()
+   F=autort.spectrum(nus,100000.0,18.0,0.0) #R=100,000 and Vsini=18km/s
+   plt.plot(wav[::-1],F,label="CO+H2O emission")
+   plt.legend()
+   plt.show()
+
+.. image:: cu1.png
+
+`AutoXS <../exojax/exojax.spec.html#exojax.spec.autospec.AutoRT>`_ was made for quick analysis of the cross section of molecules.
+
+.. code:: ipython3
+	  
+	  import numpy as np
+	  import matplotlib.pyplot as plt
+	  from exojax.spec import AutoXS, AutoRT
+	  from exojax.spec.rtransfer import nugrid
+	  
+	  nus,wav,res=nugrid(23200,23300,1000,"AA")
+	  autoxs=AutoXS(nus,"ExoMol","CO",memory_size=30)
+	  xsv=autoxs.xsection(1000.0,1.0)
+	  plt.plot(wav[::-1],xsv,label="CO")
+	  plt.yscale("log")
+	  plt.show()
+	  
+.. image:: cu2.png
diff --git a/documents/userguide/ref.rst b/documents/userguide/ref.rst
deleted file mode 100644
index b80c61e3..00000000
--- a/documents/userguide/ref.rst
+++ /dev/null
@@ -1,4 +0,0 @@
-References
-=================
-
-- Kawahara, Kawashima, Masuda, Crossfield (2021) `arXiv <https://arxiv.org/abs/2105.14782>`_.
diff --git a/examples/tutorial/Reverse modeling.ipynb b/examples/tutorial/Reverse modeling.ipynb
index a1f6a1c0..f9937c96 100644
--- a/examples/tutorial/Reverse modeling.ipynb	
+++ b/examples/tutorial/Reverse modeling.ipynb	
@@ -43,7 +43,7 @@
     {
      "data": {
       "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7f748c0cf4e0>]"
+       "[<matplotlib.lines.Line2D at 0x7ff7381a76a0>]"
       ]
      },
      "execution_count": 3,
@@ -52,7 +52,7 @@
     },
     {
      "data": {
-      "image/png": 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\n",
+      "image/png": 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\n",
       "text/plain": [
        "<Figure size 432x288 with 1 Axes>"
       ]
@@ -138,6 +138,7 @@
      "text": [
       "Background atmosphere:  H2\n",
       "Reading transition file\n",
+      ".broad is used.\n",
       "Broadening code level= a0\n",
       "H2-H2\n"
      ]
@@ -164,7 +165,7 @@
     {
      "data": {
       "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7f74dd4f52e8>]"
+       "[<matplotlib.lines.Line2D at 0x7ff77130b4a8>]"
       ]
      },
      "execution_count": 7,
@@ -243,7 +244,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 24,
+   "execution_count": 11,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -300,14 +301,37 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 25,
+   "execution_count": 12,
    "metadata": {},
    "outputs": [
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "sample: 100%|██████████| 900/900 [37:39<00:00,  2.81s/it, 127 steps of size 3.62e-02. acc. prob=0.93]   \n"
+      "warmup:  18%|█▊        | 160/900 [08:32<1:21:15,  6.59s/it, 63 steps of size 1.81e-02. acc. prob=0.77] \n"
+     ]
+    },
+    {
+     "ename": "KeyboardInterrupt",
+     "evalue": "",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mKeyboardInterrupt\u001b[0m                         Traceback (most recent call last)",
+      "\u001b[0;32m<ipython-input-12-739695307841>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      4\u001b[0m \u001b[0mkernel\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mNUTS\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmodel_c\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0mforward_mode_differentiation\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mTrue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      5\u001b[0m \u001b[0mmcmc\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mMCMC\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mkernel\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mnum_warmup\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mnum_samples\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 6\u001b[0;31m \u001b[0mmcmc\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mrun\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mrng_key_\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mnu1\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mnusd\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0my1\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mnflux\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
+      "\u001b[0;32m~/anaconda3/lib/python3.7/site-packages/numpyro-0.6.0-py3.7.egg/numpyro/infer/mcmc.py\u001b[0m in \u001b[0;36mrun\u001b[0;34m(self, rng_key, extra_fields, init_params, *args, **kwargs)\u001b[0m\n\u001b[1;32m    558\u001b[0m         \u001b[0mmap_args\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mrng_key\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0minit_state\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0minit_params\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    559\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mnum_chains\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;36m1\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 560\u001b[0;31m             \u001b[0mstates_flat\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mlast_state\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpartial_map_fn\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmap_args\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    561\u001b[0m             \u001b[0mstates\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mtree_map\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;32mlambda\u001b[0m \u001b[0mx\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mx\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mjnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mnewaxis\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m...\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mstates_flat\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    562\u001b[0m         \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+      "\u001b[0;32m~/anaconda3/lib/python3.7/site-packages/numpyro-0.6.0-py3.7.egg/numpyro/infer/mcmc.py\u001b[0m in \u001b[0;36m_single_chain_mcmc\u001b[0;34m(self, init, args, kwargs, collect_fields)\u001b[0m\n\u001b[1;32m    382\u001b[0m             \u001b[0mprogbar_desc\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mpartial\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0m_get_progbar_desc_str\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mlower_idx\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mphase\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    383\u001b[0m             \u001b[0mdiagnostics_fn\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mdiagnostics\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 384\u001b[0;31m             \u001b[0mnum_chains\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mnum_chains\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mchain_method\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;34m\"parallel\"\u001b[0m \u001b[0;32melse\u001b[0m \u001b[0;36m1\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    385\u001b[0m         )\n\u001b[1;32m    386\u001b[0m         \u001b[0mstates\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mlast_val\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mcollect_vals\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+      "\u001b[0;32m~/anaconda3/lib/python3.7/site-packages/numpyro-0.6.0-py3.7.egg/numpyro/util.py\u001b[0m in \u001b[0;36mfori_collect\u001b[0;34m(lower, upper, body_fun, init_val, transform, progbar, return_last_val, collection_size, thinning, **progbar_opts)\u001b[0m\n\u001b[1;32m    338\u001b[0m             \u001b[0;32mwith\u001b[0m \u001b[0mtqdm\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtrange\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mupper\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mt\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    339\u001b[0m                 \u001b[0;32mfor\u001b[0m \u001b[0mi\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mt\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 340\u001b[0;31m                     \u001b[0mvals\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mjit\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0m_body_fn\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mi\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mvals\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    341\u001b[0m                     \u001b[0mt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mset_description\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mprogbar_desc\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mi\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mrefresh\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mFalse\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    342\u001b[0m                     \u001b[0;32mif\u001b[0m \u001b[0mdiagnostics_fn\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+      "\u001b[0;32m~/anaconda3/lib/python3.7/site-packages/jax/_src/traceback_util.py\u001b[0m in \u001b[0;36mreraise_with_filtered_traceback\u001b[0;34m(*args, **kwargs)\u001b[0m\n\u001b[1;32m    137\u001b[0m   \u001b[0;32mdef\u001b[0m \u001b[0mreraise_with_filtered_traceback\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    138\u001b[0m     \u001b[0;32mtry\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 139\u001b[0;31m       \u001b[0;32mreturn\u001b[0m \u001b[0mfun\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    140\u001b[0m     \u001b[0;32mexcept\u001b[0m \u001b[0mException\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0me\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    141\u001b[0m       \u001b[0;32mif\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0mis_under_reraiser\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0me\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+      "\u001b[0;32m~/anaconda3/lib/python3.7/site-packages/jax/api.py\u001b[0m in \u001b[0;36mf_jitted\u001b[0;34m(*args, **kwargs)\u001b[0m\n\u001b[1;32m    393\u001b[0m       \u001b[0;32mreturn\u001b[0m \u001b[0mcpp_jitted_f\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    394\u001b[0m     \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 395\u001b[0;31m       \u001b[0;32mreturn\u001b[0m \u001b[0mcpp_jitted_f\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mcontext\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    396\u001b[0m   \u001b[0mf_jitted\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_cpp_jitted_f\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mcpp_jitted_f\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    397\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
+      "\u001b[0;32m~/anaconda3/lib/python3.7/site-packages/jax/api.py\u001b[0m in \u001b[0;36mcache_miss\u001b[0;34m(_, *args, **kwargs)\u001b[0m\n\u001b[1;32m    290\u001b[0m         \u001b[0mbackend\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mbackend\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    291\u001b[0m         \u001b[0mname\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mflat_fun\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m__name__\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 292\u001b[0;31m         donated_invars=donated_invars)\n\u001b[0m\u001b[1;32m    293\u001b[0m     \u001b[0mout_pytree_def\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mout_tree\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    294\u001b[0m     \u001b[0mout\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mtree_unflatten\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mout_pytree_def\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mout_flat\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+      "\u001b[0;32m~/anaconda3/lib/python3.7/site-packages/jax/core.py\u001b[0m in \u001b[0;36mbind\u001b[0;34m(self, fun, *args, **params)\u001b[0m\n\u001b[1;32m   1233\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1234\u001b[0m   \u001b[0;32mdef\u001b[0m \u001b[0mbind\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfun\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mparams\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1235\u001b[0;31m     \u001b[0;32mreturn\u001b[0m \u001b[0mcall_bind\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfun\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mparams\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1236\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1237\u001b[0m   \u001b[0;32mdef\u001b[0m \u001b[0mprocess\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtrace\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfun\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtracers\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mparams\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+      "\u001b[0;32m~/anaconda3/lib/python3.7/site-packages/jax/core.py\u001b[0m in \u001b[0;36mcall_bind\u001b[0;34m(primitive, fun, *args, **params)\u001b[0m\n\u001b[1;32m   1224\u001b[0m   \u001b[0mtracers\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mmap\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtop_trace\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfull_raise\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0margs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1225\u001b[0m   \u001b[0;32mwith\u001b[0m \u001b[0mmaybe_new_sublevel\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtop_trace\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1226\u001b[0;31m     \u001b[0mouts\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mprimitive\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mprocess\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtop_trace\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfun\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtracers\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mparams\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1227\u001b[0m   \u001b[0;32mreturn\u001b[0m \u001b[0mmap\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfull_lower\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mapply_todos\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0menv_trace_todo\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mouts\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1228\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
+      "\u001b[0;32m~/anaconda3/lib/python3.7/site-packages/jax/core.py\u001b[0m in \u001b[0;36mprocess\u001b[0;34m(self, trace, fun, tracers, params)\u001b[0m\n\u001b[1;32m   1236\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1237\u001b[0m   \u001b[0;32mdef\u001b[0m \u001b[0mprocess\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtrace\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfun\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtracers\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mparams\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1238\u001b[0;31m     \u001b[0;32mreturn\u001b[0m \u001b[0mtrace\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mprocess_call\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfun\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtracers\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mparams\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1239\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1240\u001b[0m   \u001b[0;32mdef\u001b[0m \u001b[0mpost_process\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtrace\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mout_tracers\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mparams\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+      "\u001b[0;32m~/anaconda3/lib/python3.7/site-packages/jax/core.py\u001b[0m in \u001b[0;36mprocess_call\u001b[0;34m(self, primitive, f, tracers, params)\u001b[0m\n\u001b[1;32m    596\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    597\u001b[0m   \u001b[0;32mdef\u001b[0m \u001b[0mprocess_call\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mprimitive\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mf\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtracers\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mparams\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 598\u001b[0;31m     \u001b[0;32mreturn\u001b[0m \u001b[0mprimitive\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mimpl\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mf\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m*\u001b[0m\u001b[0mtracers\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mparams\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    599\u001b[0m   \u001b[0mprocess_map\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mprocess_call\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    600\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
+      "\u001b[0;32m~/anaconda3/lib/python3.7/site-packages/jax/interpreters/xla.py\u001b[0m in \u001b[0;36m_xla_call_impl\u001b[0;34m(fun, device, backend, name, donated_invars, *args)\u001b[0m\n\u001b[1;32m    577\u001b[0m                                *unsafe_map(arg_spec, args))\n\u001b[1;32m    578\u001b[0m   \u001b[0;32mtry\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 579\u001b[0;31m     \u001b[0;32mreturn\u001b[0m \u001b[0mcompiled_fun\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    580\u001b[0m   \u001b[0;32mexcept\u001b[0m \u001b[0mFloatingPointError\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    581\u001b[0m     \u001b[0;32massert\u001b[0m \u001b[0mFLAGS\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mjax_debug_nans\u001b[0m  \u001b[0;31m# compiled_fun can only raise in this case\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+      "\u001b[0;32m~/anaconda3/lib/python3.7/site-packages/jax/interpreters/xla.py\u001b[0m in \u001b[0;36m_execute_compiled\u001b[0;34m(compiled, avals, handlers, *args)\u001b[0m\n\u001b[1;32m    835\u001b[0m   \u001b[0mdevice\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mcompiled\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mlocal_devices\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    836\u001b[0m   \u001b[0minput_bufs\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mlist\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mit\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mchain\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfrom_iterable\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdevice_put\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdevice\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mx\u001b[0m \u001b[0;32min\u001b[0m \u001b[0margs\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mx\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0mtoken\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 837\u001b[0;31m   \u001b[0mout_bufs\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mcompiled\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mexecute\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0minput_bufs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    838\u001b[0m   \u001b[0;32mif\u001b[0m \u001b[0mFLAGS\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mjax_debug_nans\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mcheck_nans\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mxla_call_p\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mout_bufs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    839\u001b[0m   \u001b[0;32mreturn\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0mhandler\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0mbs\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mhandler\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mbs\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mzip\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mhandlers\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0m_partition_outputs\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mavals\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mout_bufs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+      "\u001b[0;31mKeyboardInterrupt\u001b[0m: "
      ]
     }
    ],
@@ -330,22 +354,9 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 26,
+   "execution_count": null,
    "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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\n",
-      "text/plain": [
-       "<Figure size 1440x432 with 1 Axes>"
-      ]
-     },
-     "metadata": {
-      "needs_background": "light"
-     },
-     "output_type": "display_data"
-    }
-   ],
+   "outputs": [],
    "source": [
     "posterior_sample = mcmc.get_samples()\n",
     "pred = Predictive(model_c,posterior_sample,return_sites=[\"y1\"])\n",
@@ -371,22 +382,9 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 27,
+   "execution_count": null,
    "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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\n",
-      "text/plain": [
-       "<Figure size 2980.8x1987.2 with 21 Axes>"
-      ]
-     },
-     "metadata": {
-      "needs_background": "light"
-     },
-     "output_type": "display_data"
-    }
-   ],
+   "outputs": [],
    "source": [
     "import arviz\n",
     "pararr=[\"Rp\",\"T0\",\"alpha\",\"MMR_CO\",\"vsini\",\"RV\"]\n",
diff --git a/examples/tutorial/Rigid Rotation.ipynb b/examples/tutorial/Rigid Rotation.ipynb
index 87b6ac47..0331ffbc 100644
--- a/examples/tutorial/Rigid Rotation.ipynb	
+++ b/examples/tutorial/Rigid Rotation.ipynb	
@@ -9,7 +9,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 2,
+   "execution_count": 1,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -20,7 +20,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 7,
+   "execution_count": 2,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -29,7 +29,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 30,
+   "execution_count": 3,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -40,7 +40,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 31,
+   "execution_count": 4,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -49,12 +49,14 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 32,
-   "metadata": {},
+   "execution_count": 6,
+   "metadata": {
+    "scrolled": true
+   },
    "outputs": [
     {
      "data": {
-      "image/png": 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\n",
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\n",
       "text/plain": [
        "<Figure size 432x288 with 1 Axes>"
       ]
@@ -81,7 +83,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 57,
+   "execution_count": 7,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -93,7 +95,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 58,
+   "execution_count": 8,
    "metadata": {},
    "outputs": [
     {
@@ -120,7 +122,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 59,
+   "execution_count": 9,
    "metadata": {},
    "outputs": [
     {
@@ -141,13 +143,6 @@
     "print(np.sum(response.rigidrot(nus,F,vsini,u1=0.0,u2=0.0)))\n",
     "print(np.sum(Fx))"
    ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
   }
  ],
  "metadata": {
diff --git a/examples/tutorial/hjerting.ipynb b/examples/tutorial/hjerting.ipynb
index c9e3a6fb..360c7822 100644
--- a/examples/tutorial/hjerting.ipynb
+++ b/examples/tutorial/hjerting.ipynb
@@ -13,20 +13,9 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 10,
+   "execution_count": null,
    "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "DeviceArray(0.3047442, dtype=float32)"
-      ]
-     },
-     "execution_count": 10,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
+   "outputs": [],
    "source": [
     "from exojax.spec import hjert\n",
     "hjert(1.0,1.0)"
diff --git a/examples/tutorial/optimize_voigt.ipynb b/examples/tutorial/optimize_voigt.ipynb
new file mode 100644
index 00000000..d0542ffa
--- /dev/null
+++ b/examples/tutorial/optimize_voigt.ipynb
@@ -0,0 +1,406 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Optimization of a Voigt profile"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from exojax.spec.rlpf import rvoigt\n",
+    "import jax.numpy as jnp\n",
+    "import matplotlib.pyplot as plt"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Let's optimize the Voigt function $V(\\nu, \\beta, \\gamma_L)$ using exojax!\n",
+    "$V(\\nu, \\beta, \\gamma_L)$ is a convolution of a Gaussian with a STD of $\\beta$ and a Lorentian with a gamma parameter of $\\gamma_L$. \n",
+    "\n",
+    "Note that we use spec.rlpf.rvoigt instead of spec.voigt. This function is a voigt profile with VJP while voigt is JVP defined one. For some reason, we do not use rvoigt as a default function of the voigt profile. But in future, we plan to replace the VJP version as a default one. \n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "scrolled": true
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[<matplotlib.lines.Line2D at 0x7fb2cf9666d8>]"
+      ]
+     },
+     "execution_count": 2,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "nu=jnp.linspace(-10,10,100)\n",
+    "plt.plot(nu, rvoigt(nu,1.0,2.0)) #beta=1.0, gamma_L=2.0"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## optimization of a simple absorption model"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Next, we try to fit a simple absorption model to mock data.\n",
+    "The absorption model is \n",
+    "\n",
+    "$ f= 1 - e^{-a V(\\nu,\\beta,\\gamma_L)}$\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def absmodel(nu,a,beta,gamma_L):\n",
+    "    return 1.0 - jnp.exp(a*rvoigt(nu,beta,gamma_L))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Adding a noise...\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[<matplotlib.lines.Line2D at 0x7fb26c788940>]"
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "from numpy.random import normal\n",
+    "data=absmodel(nu,2.0,1.0,2.0)+normal(0.0,0.01,len(nu))\n",
+    "plt.plot(nu,data,\".\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Let's optimize the multiple parameters"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from jax import grad, vmap"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We define the objective function as $obj = |d - f|^2$"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# loss or objective function\n",
+    "def obj(a,beta,gamma_L):\n",
+    "    f=data-absmodel(nu,a,beta,gamma_L)\n",
+    "    g=jnp.dot(f,f)\n",
+    "    return g\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "0.0069304965 -0.0020095487 -0.0057327496\n"
+     ]
+    }
+   ],
+   "source": [
+    "#These are the derivative of the objective function\n",
+    "h_a=grad(obj,argnums=0)\n",
+    "h_beta=grad(obj,argnums=1)\n",
+    "h_gamma_L=grad(obj,argnums=2)\n",
+    "print(h_a(2.0,1.0,2.0),h_beta(2.0,1.0,2.0),h_gamma_L(2.0,1.0,2.0))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from jax import jit\n",
+    "\n",
+    "@jit\n",
+    "def step(t,opt_state):\n",
+    "    a,beta,gamma_L=get_params(opt_state)\n",
+    "    value=obj(a,beta,gamma_L)\n",
+    "    \n",
+    "    grads_a = h_a(a,beta,gamma_L)\n",
+    "    grads_beta = h_beta(a,beta,gamma_L)\n",
+    "    grads_gamma_L = h_gamma_L(a,beta,gamma_L)\n",
+    "\n",
+    "    grads=jnp.array([grads_a,grads_beta,grads_gamma_L])\n",
+    "    \n",
+    "    opt_state = opt_update(t, grads, opt_state)\n",
+    "    return value, opt_state\n",
+    "\n",
+    "def doopt(r0,opt_init,get_params,Nstep):\n",
+    "    opt_state = opt_init(r0)\n",
+    "    traj=[r0]\n",
+    "    for t in range(Nstep):\n",
+    "        value, opt_state = step(t, opt_state)\n",
+    "        p=get_params(opt_state)\n",
+    "        traj.append(p)\n",
+    "    return traj, p"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Here, we use the ADAM optimizer"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "#adam\n",
+    "from jax.experimental import optimizers\n",
+    "opt_init, opt_update, get_params = optimizers.adam(1.e-1)\n",
+    "r0 = jnp.array([1.5,1.5,1.5])\n",
+    "trajadam, padam=doopt(r0,opt_init,get_params,1000)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Optimized values are given in padam"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "Buffer([2.0202408 , 0.89621025, 2.0992482 ], dtype=float32)"
+      ]
+     },
+     "execution_count": 10,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "padam"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "traj=jnp.array(trajadam)\n",
+    "plt.plot(traj[:,0],label=\"$\\\\alpha$\")\n",
+    "plt.plot(traj[:,1],ls=\"dashed\",label=\"$\\\\beta$\")\n",
+    "plt.plot(traj[:,2],ls=\"dotted\",label=\"$\\\\gamma_L$\")\n",
+    "plt.xscale(\"log\")\n",
+    "plt.legend()\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.plot(nu,data,\".\",label=\"data\")\n",
+    "plt.plot(nu,absmodel(nu,padam[0],padam[1],padam[2]),label=\"optimized\")\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Using SGD instead..., you need to increase the number of iteration for convergence"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "#sgd\n",
+    "from jax.experimental import optimizers\n",
+    "opt_init, opt_update, get_params = optimizers.sgd(1.e-1)\n",
+    "r0 = jnp.array([1.5,1.5,1.5])\n",
+    "trajsgd, psgd=doopt(r0,opt_init,get_params,10000)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "traj=jnp.array(trajsgd)\n",
+    "plt.plot(traj[:,0],label=\"$\\\\alpha$\")\n",
+    "plt.plot(traj[:,1],ls=\"dashed\",label=\"$\\\\beta$\")\n",
+    "plt.plot(traj[:,2],ls=\"dotted\",label=\"$\\\\gamma_L$\")\n",
+    "plt.xscale(\"log\")\n",
+    "plt.legend()\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.7.3"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/examples/tutorial/voigt function.ipynb b/examples/tutorial/voigt function.ipynb
index 257bcc96..57b1377d 100644
--- a/examples/tutorial/voigt function.ipynb	
+++ b/examples/tutorial/voigt function.ipynb	
@@ -11,7 +11,15 @@
    "cell_type": "code",
    "execution_count": 1,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "WARNING:absl:No GPU/TPU found, falling back to CPU. (Set TF_CPP_MIN_LOG_LEVEL=0 and rerun for more info.)\n"
+     ]
+    }
+   ],
    "source": [
     "from exojax.spec import voigt\n",
     "import jax.numpy as jnp\n",
@@ -36,7 +44,7 @@
     {
      "data": {
       "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7f8ee1591ba8>]"
+       "[<matplotlib.lines.Line2D at 0x7f9b089642e8>]"
       ]
      },
      "execution_count": 2,
@@ -89,7 +97,7 @@
     {
      "data": {
       "text/plain": [
-       "<matplotlib.legend.Legend at 0x7f8ee12fc588>"
+       "<matplotlib.legend.Legend at 0x7f9b089641d0>"
       ]
      },
      "execution_count": 4,
@@ -98,7 +106,7 @@
     },
     {
      "data": {
-      "image/png": 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\n",
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\n",
       "text/plain": [
        "<Figure size 432x288 with 1 Axes>"
       ]
@@ -135,7 +143,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 47,
+   "execution_count": 35,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -152,22 +160,22 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 64,
+   "execution_count": 6,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7f8da85696a0>]"
+       "[<matplotlib.lines.Line2D at 0x7f9b0844fd68>]"
       ]
      },
-     "execution_count": 64,
+     "execution_count": 6,
      "metadata": {},
      "output_type": "execute_result"
     },
     {
      "data": {
-      "image/png": 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\n",
+      "image/png": "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\n",
       "text/plain": [
        "<Figure size 432x288 with 1 Axes>"
       ]
diff --git a/setup.py b/setup.py
index 75d9c338..6c1cd250 100644
--- a/setup.py
+++ b/setup.py
@@ -45,7 +45,7 @@ def find_meta(meta, meta_file=read(META_PATH)):
             ),
             "write_to_template": '__version__ = "{version}"\n',
         },
-        version='0.5.4',
+        version='0.5.5',
         author=find_meta("author"),
         author_email=find_meta("email"),
         maintainer=find_meta("author"),
diff --git a/src/exojax/spec/lpfs/README.md b/src/exojax/experimental/lpfs/README.md
similarity index 100%
rename from src/exojax/spec/lpfs/README.md
rename to src/exojax/experimental/lpfs/README.md
diff --git a/src/exojax/experimental/lpfs/README.md~ b/src/exojax/experimental/lpfs/README.md~
new file mode 100644
index 00000000..7101dbd6
--- /dev/null
+++ b/src/exojax/experimental/lpfs/README.md~
@@ -0,0 +1,2 @@
+#lpfs
+
diff --git a/src/exojax/spec/lpfs/clpf.py b/src/exojax/experimental/lpfs/clpf.py
similarity index 100%
rename from src/exojax/spec/lpfs/clpf.py
rename to src/exojax/experimental/lpfs/clpf.py
diff --git a/src/exojax/spec/lpfs/lpf.py b/src/exojax/experimental/lpfs/lpf.py
similarity index 100%
rename from src/exojax/spec/lpfs/lpf.py
rename to src/exojax/experimental/lpfs/lpf.py
diff --git a/src/exojax/spec/lpfs/rlpf.py b/src/exojax/experimental/lpfs/rlpf.py
similarity index 100%
rename from src/exojax/spec/lpfs/rlpf.py
rename to src/exojax/experimental/lpfs/rlpf.py
diff --git a/src/exojax/spec/lpf.py b/src/exojax/spec/lpf.py
index 86b42c98..5f170c6e 100644
--- a/src/exojax/spec/lpf.py
+++ b/src/exojax/spec/lpf.py
@@ -72,6 +72,8 @@ def hjert_jvp(primals, tangents):
     tangent_out = dHdx * ux  + dHda * ua
     return primal_out, tangent_out
 
+
+
 @jit
 def voigtone(nu,sigmaD,gammaL):
     """Custom JVP version of (non-vmapped) Voigt function using Voigt-Hjerting function 
diff --git a/src/exojax/spec/response.py b/src/exojax/spec/response.py
index dfcd2e78..16209bc4 100644
--- a/src/exojax/spec/response.py
+++ b/src/exojax/spec/response.py
@@ -35,7 +35,7 @@ def rigidrot(nus,F0,vsini,u1=0.0,u2=0.0):
     dvmat=jnp.array(c*jnp.log(nus[None,:]/nus[:,None]))
     x=dvmat/vsini
     x2=x*x
-    kernel=jnp.where(x2<1.0,jnp.pi/2.0*u1*(1.0 - x2) - 2.0/3.0*jnp.sqrt(1.0-x2)*(-3.0+3.0*u1+u2*2.0*u2*x2),0.0)
+    kernel=jnp.where(x2<1.0,jnp.pi/2.0*u1*(1.0 - x2) - 2.0/3.0*jnp.sqrt(1.0-x2)*(-3.0+3.0*u1+u2+2.0*u2*x2),0.0)
     kernel=kernel/jnp.sum(kernel,axis=0) #axis=N
     F=kernel.T@F0
 
diff --git a/src/exojax/spec/rlpf.py b/src/exojax/spec/rlpf.py
new file mode 100644
index 00000000..9d895d61
--- /dev/null
+++ b/src/exojax/spec/rlpf.py
@@ -0,0 +1,167 @@
+#!/usr/bin/env python
+# -*- coding: utf-8 -*-
+""" Custom VJP version of the line profile functions used in exospectral analysis.
+
+"""
+
+from jax import jit, vmap
+import jax.numpy as jnp
+from exojax.special.faddeeva import rewofz,imwofz,rewofzx
+from exojax.special.faddeeva import wofzs2,rewofzs2,imwofzs2
+
+from jax import custom_vjp
+
+@jit
+def ljert(x,a):
+    """ljert function, consisting of a combination of imwofz and imwofzs2.
+    
+    Args:
+        x: 
+        a:
+        
+    Returns:
+        ljert: L(x,a) or Imag(wofz(x+ia))
+
+    Examples:
+       
+       ljert provides a L(x,a) function. 
+       
+
+       This function accepts a scalar value as an input. Use jax.vmap to use a vector as an input.
+
+    """
+    r2=x*x+a*a
+    return jnp.where(r2<111., imwofz(x,a), imwofzs2(x,a))
+
+
+@custom_vjp
+def rhjert(x,a):
+    """custom VJP version of the Voigt-Hjerting function, consisting of a combination of rewofz and real(wofzs2).
+    
+    Args:
+        x: 
+        a:
+        
+    Returns:
+        rhjert: H(x,a) or Real(wofz(x+ia))
+
+    Examples:
+       
+       rhjert provides a Voigt-Hjerting function w/ custom JVP. 
+       
+       >>> rhjert(1.0,1.0)
+          DeviceArray(0.30474418, dtype=float32)
+
+       This function accepts a scalar value as an input. Use jax.vmap to use a vector as an input.
+
+       >>> from jax import vmap
+       >>> x=jnp.linspace(0.0,1.0,10)
+       >>> vmap(rhjert,(0,None),0)(x,1.0)
+          DeviceArray([0.42758358, 0.42568347, 0.4200511 , 0.41088563, 0.39850432,0.3833214 , 0.3658225 , 0.34653533, 0.32600054, 0.3047442 ],dtype=float32)
+       >>> a=jnp.linspace(0.0,1.0,10)
+       >>> vmap(rhjert,(0,0),0)(x,a)
+          DeviceArray([1.        , 0.8764037 , 0.7615196 , 0.6596299 , 0.5718791 ,0.49766064, 0.43553388, 0.3837772 , 0.34069115, 0.3047442 ],dtype=float32)
+
+    """
+    r2=x*x+a*a
+    return jnp.where(r2<111., rewofz(x,a), rewofzs2(x,a))
+
+def h_fwd(x, a):
+    dHdx=2.0*a*ljert(x,a)-2.0*x*rhjert(x,a)
+    dHda=2.0*x*ljert(x,a)+2.0*a*rhjert(x,a)-2.0/jnp.sqrt(jnp.pi)
+    res = (dHdx,dHda)
+    return rhjert(x,a), res
+
+def h_bwd(res, u):
+    dHdx, dHda = res
+    return (dHdx * u, dHda * u)
+
+rhjert.defvjp(h_fwd, h_bwd)
+
+
+@jit
+def rvoigtone(nu,sigmaD,gammaL):
+    """Custom VJP version of (non-vmapped) Voigt function using Voigt-Hjerting function 
+
+    Args:
+       nu: wavenumber 
+       sigmaD: sigma parameter in Doppler profile 
+       gammaL: broadening coefficient in Lorentz profile 
+ 
+    Returns:
+       v: Voigt funtion
+
+    """
+    
+    sfac=1.0/(jnp.sqrt(2)*sigmaD)
+    v=sfac*rhjert(sfac*nu,sfac*gammaL)/jnp.sqrt(jnp.pi)
+    return v
+
+
+@jit
+def rvoigt(nu,sigmaD,gammaL):
+    """Custom VJP version of Voigt profile using Voigt-Hjerting function 
+
+    Args:
+       nu: wavenumber
+       sigmaD: sigma parameter in Doppler profile 
+       gammaL: broadening coefficient in Lorentz profile 
+ 
+    Returns:
+       v: Voigt profile
+
+    """
+    
+    sfac=1.0/(jnp.sqrt(2)*sigmaD)
+    vhjert=vmap(rhjert,(0,None),0)
+    v=sfac*vhjert(sfac*nu,sfac*gammaL)/jnp.sqrt(jnp.pi)
+    return v
+
+@jit
+def rvvoigt(numatrix,sigmaD,gammas):
+    """Custom VJP version of vmaped voigt profile
+
+    Args:
+       numatrix: wavenumber matrix in R^(Nline x Nwav)
+       sigmaD: doppler sigma vector in R^Nline
+       gammaL: gamma factor vector in R^Nline
+
+    Return:
+       Voigt profile vector in R^Nwav
+
+    """
+    vmap_voigt=vmap(rvoigt,(0,0,0),0)
+    return vmap_voigt(numatrix,sigmaD,gammas)
+
+@jit
+def rxsvector(numatrix,sigmaD,gammaL,Sij):
+    """Custom VJP version of cross section vector 
+
+    Args:
+       numatrix: wavenumber matrix in R^(Nline x Nwav)
+       sigmaD: doppler sigma vector in R^Nline
+       gammaL: gamma factor vector in R^Nline
+       Sij: line strength vector in R^Nline
+
+    Return:
+       cross section vector in R^Nwav
+
+    """
+    return jnp.dot((rvvoigt(numatrix,sigmaD,gammaL)).T,Sij)
+
+@jit
+def rxsmatrix(numatrix,sigmaDM,gammaLM,SijM):
+    """Custom VJP version of cross section matrix
+
+    Args:
+       numatrix: wavenumber matrix in R^(Nline x Nwav)
+       sigmaDM: doppler sigma matrix in R^(Nlayer x Nline)
+       gammaLM: gamma factor matrix in R^(Nlayer x Nline)
+       SijM: line strength matrix in R^(Nlayer x Nline)
+
+    Return:
+       cross section matrix in R^(Nlayer x Nwav)
+
+    """
+    return vmap(rxsvector,(None,0,0,0))(numatrix,sigmaDM,gammaLM,SijM)
+