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image Package Reference Manual

image is the Torch7 distribution package for processing images. It contains a wide variety of functions divided into the following categories:

Note that unless speficied otherwise, this package deals with images of size nChannel x height x width.

## Saving and Loading ## This sections includes functions for saving and loading different types of images to and from disk. ### [res] image.load(filename, [depth, tensortype]) ### Loads an image located at path `filename` having `depth` channels (1 or 3) into a [Tensor](https://github.com/torch/torch7/blob/master/doc/tensor.md#tensor) of type `tensortype` (*float*, *double* or *byte*). The last two arguments are optional.

The image format is determined from the filename's extension suffix. Supported formats are JPEG, PNG, PPM and PGM.

The returned res Tensor has size nChannel x height x width where nChannel is 1 (greyscale) or 3 (usually RGB or YUV.

### image.save(filename, tensor) ### Saves Tensor `tensor` to disk at path `filename`. The format to which the image is saved is extrapolated from the `filename`'s extension suffix. The `tensor` should be of size `nChannel x height x width`. ### [res] image.decompressJPG(tensor, [depth, tensortype]) ### Decompresses an image from a ByteTensor in memory having `depth` channels (1 or 3) into a [Tensor](https://github.com/torch/torch7/blob/master/doc/tensor.md#tensor) of type `tensortype` (*float*, *double* or *byte*). The last two arguments are optional.

Usage:

local fin = torch.DiskFile(imfile, 'r')
fin:binary()
fin:seekEnd()
local file_size_bytes = fin:position() - 1
fin:seek(1)
local img_binary = torch.ByteTensor(file_size_bytes)
fin:readByte(img_binary:storage())
fin:close()
-- Then when you're ready to decompress the ByteTensor:
im = image.decompressJPG(img_binary)
### [res] image.compressJPG(tensor, [quality]) ### Compresses an image to a ByteTensor in memory. Optional quality is between 1 and 100 and adjusts compression quality. ## Simple Transformations ## This section includes simple but very common image transformations like cropping, translation, scaling and rotation. ### [res] image.crop([dst,] src, x1, y1, [x2, y2]) ### Crops image `src` at coordinate `(x1, y1)` up to coordinate `(x2, y2)`. If `dst` is provided, it is used to store the output image. Otherwise, returns a new `res` Tensor. ### [res] image.translate([dst,] src, x, y) ### Translates image `src` by `x` pixels horizontally and `y` pixels vertically. If `dst` is provided, it is used to store the output image. Otherwise, returns a new `res` Tensor. ### [res] image.scale(src, width, height, [mode]) ### Rescale the height and width of image `src` to have width `width` and height `height`. Variable `mode` specifies type of interpolation to be used. Valid values include [bilinear](https://en.wikipedia.org/wiki/Bilinear_interpolation) (the default), [bicubic](https://en.wikipedia.org/wiki/Bicubic_interpolation), or *simple* interpolation. Returns a new `res` Tensor.

Rescale the height and width of image src. Variable size is a number or a string specifying the size of the result image. When size is a number, it specifies the maximum height or width of the output. When it is a string like WxH or MAX or ^MIN, it specifies the height x width, maximum, or minimum height or width of the output, respectively.

[res] image.scale(dst, src, [mode])

Rescale the height and width of image src to fit the dimensions of Tensor dst.

### [res] image.rotate([dst,], src, theta, [mode]) ### Rotates image `src` by `theta` radians. If `dst` is specified it is used to store the results of the rotation. Variable `mode` specifies type of interpolation to be used. Valid values include *simple* (the default) or *bilinear* interpolation. ### [res] image.polar([dst,], src, [interpolation], [mode]) ### Converts image `src` to polar coordinates. In the polar image, angular information is in the vertical direction and radius information in the horizontal direction. If `dst` is specified it is used to store the polar image. If `dst` is not specified, its size is automatically determined. Variable `interpolation` specifies type of interpolation to be used. Valid values include *simple* (the default) or *bilinear* interpolation. Variable `mode` determines whether the *full* image is converted to the polar space (implying empty regions in the polar image), or whether only the *valid* central part of the polar transform is returned (the default). ### [res] image.logpolar([dst,], src, [interpolation], [mode]) ### Converts image `src` to log-polar coordinates. In the log-polar image, angular information is in the vertical direction and log-radius information in the horizontal direction. If `dst` is specified it is used to store the polar image. If `dst` is not specified, its size is automatically determined. Variable `interpolation` specifies type of interpolation to be used. Valid values include *simple* (the default) or *bilinear* interpolation. Variable `mode` determines whether the *full* image is converted to the log-polar space (implying empty regions in the log-polar image), or whether only the *valid* central part of the log-polar transform is returned (the default). ### [res] image.hflip([dst,] src) ### Flips image `src` horizontally (left<->right). If `dst` is provided, it is used to store the output image. Otherwise, returns a new `res` Tensor. ### [res] image.vflip([dst,], src) ### Flips image `src` vertically (upsize<->down). If `dst` is provided, it is used to store the output image. Otherwise, returns a new `res` Tensor. ### [res] image.flip([dst,] src, flip_dim) ### Flips image `src` along the specified dimension. If `dst` is provided, it is used to store the output image. Otherwise, returns a new `res` Tensor. ### [res] image.minmax{tensor, [min, max, ...]} ### Compresses image `tensor` between `min` and `max`. When omitted, `min` and `max` are infered from `tensor:min()` and `tensor:max()`, respectively. The `tensor` is normalized using `min` and `max` by performing : ```lua tensor:add(-min):div(max-min) ``` Other optional arguments (`...`) include `symm`, `inplace`, `saturate`, and `tensorOut`. When `symm=true` and `min` and `max` are both omitted, `max = min*2` in the above equation. This results in a symmetric dynamic range that is particularly useful for drawing filters. The default is `false`. When `inplace=true`, the result of the compression is stored in `tensor`. The default is `false`. When `saturate=true`, the result of the compression is passed through [image.saturate](#image.saturate) When provided, Tensor `tensorOut` is used to store results. Note that arguments should be provided as key-value pairs (in a table). ### [res] image.gaussianpyramid([dst,] src, scales) ### Constructs a [Gaussian pyramid](https://en.wikipedia.org/wiki/Gaussian_pyramid) of scales `scales` from a 2D or 3D `src` image or size `[nChannel x] width x height`. Each Tensor at index `i` in the returned list of Tensors has size `[nChannel x] width*scales[i] x height*scales[i]`.

If list dst is provided, with or without Tensors, it is used to store the output images. Otherwise, returns a new res list of Tensors.

Internally, this function makes use of functions image.gaussian, image.scale and image.convolve.

## Parameterized transformations ## This section includes functions for performing transformations on images requiring parameter Tensors like a warp `field` or a convolution `kernel`. ### [res] image.warp([dst,]src,field,[mode,offset,clamp_mode,pad_val]) ### Warps image `src` (of size`KxHxW`) according to flow field `field`. The latter has size `2xHxW` where the first dimension is for the `(y,x)` flow field. String `mode` can take on values [lanczos](https://en.wikipedia.org/wiki/Lanczos_resampling), [bicubic](https://en.wikipedia.org/wiki/Bicubic_interpolation), [bilinear](https://en.wikipedia.org/wiki/Bilinear_interpolation) (the default), or *simple*. When `offset` is true (the default), `(x,y)` is added to the flow field. The `clamp_mode` variable specifies how to handle the interpolation of samples off the input image. Permitted values are strings *clamp* (the default) or *pad*. When `clamp_mode` equals `pad`, the user can specify the padding value with `pad_val` (default = 0). Note: setting this value when `clamp_mode` equals `clamp` will result in an error. If `dst` is specified, it is used to store the result of the warp. Otherwise, returns a new `res` Tensor. ### [res] image.convolve([dst,] src, kernel, [mode]) ### Convolves Tensor `kernel` over image `src`. Valid string values for argument `mode` are : * *full* : the `src` image is effectively zero-padded such that the `res` of the convolution has the same size as `src`; * *valid* (the default) : the `res` image will have `math.ceil(kernel/2)` less columns and rows on each side; * *same* : performs a *full* convolution, but crops out the portion fitting the output size of *valid*; Note that this function internally uses [torch.conv2](https://github.com/torch/torch7/blob/master/doc/maths.md#torch.conv.dok). If `dst` is provided, it is used to store the output image. Otherwise, returns a new `res` Tensor. ### [res] image.lcn(src, [kernel]) ### Local contrast normalization (LCN) on a given `src` image using kernel `kernel`. If `kernel` is not given, then a default `9x9` Gaussian is used (see [image.gaussian](#image.gaussian)).

To prevent border effects, the image is first global contrast normalized (GCN) by substracting the global mean and dividing by the global standard deviation.

Then the image is locally contrast normalized using the following equation:

res = (src - lm(src)) / sqrt( lm(src) - lm(src*src) )

where lm(x) is the local mean of each pixel in the image (i.e. image.convolve(x,kernel)) and sqrt(x) is the element-wise square root of x. In other words, LCN performs local substractive and divisive normalization.

Note that this implementation is different than the LCN Layer defined on page 3 of What is the Best Multi-Stage Architecture for Object Recognition?.

### [res] image.erode(src, [kernel, pad]) ### Performs a [morphological erosion](https://en.wikipedia.org/wiki/Erosion_(morphology)) on binary (zeros and ones) image `src` using odd dimensioned morphological binary kernel `kernel`. The default is a kernel consisting of ones of size `3x3`. Number `pad` is the value to assume outside the image boundary when performing the convolution. The default is 1. ### [res] image.dilate(src, [kernel, pad]) ### Performs a [morphological dilation](https://en.wikipedia.org/wiki/Dilation_(morphology)) on binary (zeros and ones) image `src` using odd dimensioned morphological binary kernel `kernel`. The default is a kernel consisting of ones of size `3x3`. Number `pad` is the value to assume outside the image boundary when performing the convolution. The default is 0. ## Graphical User Interfaces ## The following functions, except for [image.toDisplayTensor](#image.toDisplayTensor), require package [qtlua](https://github.com/torch/qtlua) and can only be accessed via the `qlua` Lua interpreter (as opposed to the [th](https://github.com/torch/trepl) or luajit interpreter). ### [res] image.toDisplayTensor(input, [...]) ### Optional arguments `[...]` expand to `padding`, `nrow`, `scaleeach`, `min`, `max`, `symmetric`, `saturate`. Returns a single `res` Tensor that contains a grid of all in the images in `input`. The latter can either be a table of image Tensors of size `height x width` (greyscale) or `nChannel x height x width` (color), or a single Tensor of size `batchSize x nChannel x height x width` or `nChannel x height x width` where `nChannel=[3,1]`, `batchSize x height x width` or `height x width`.

When scaleeach=false (the default), all detected images are compressed with successive calls to image.minmax:

image.minmax{tensor=input[i], min=min, max=max, symm=symmetric, saturate=saturate}

padding specifies the number of padding pixels between images. The default is 0. nrow specifies the number of images per row. The default is 6.

Note that arguments can also be specified as key-value arguments (in a table).

### [res] image.display(input, [...]) ### Optional arguments `[...]` expand to `zoom`, `min`, `max`, `legend`, `win`, `x`, `y`, `scaleeach`, `gui`, `offscreen`, `padding`, `symm`, `nrow`. Displays `input` image(s) with optional saturation and zooming. The `input`, which is either a Tensor of size `HxW`, `KxHxW` or `Kx3xHxW`, or list, is first prepared for display by passing it through [image.toDisplayTensor](#image.toDisplayTensor): ```lua input = image.toDisplayTensor{ input=input, padding=padding, nrow=nrow, saturate=saturate, scaleeach=scaleeach, min=min, max=max, symmetric=symm } ``` The resulting `input` will be displayed using [qtlua](https://github.com/torch/qtlua). The displayed image will be zoomed by a factor of `zoom`. The default is 1. If `gui=true` (the default), the graphical user inteface (GUI) is an interactive window that provides the user with the ability to zoom in or out. This can be turned off for a faster display. `legend` is a legend to be displayed, which has a default value of `image.display`. `win` is an optional qt window descriptor. If `x` and `y` are given, they are used to offset the image. Both default to 0. When `offscreen=true`, rendering (to generate images) is performed offscreen. ### [window, painter] image.window([...]) ### Creates a window context for images. Optional arguments `[...]` expand to `hook_resize`, `hook_mousepress`, `hook_mousedoublepress`. These have a default value of `nil`, but may correspond to commensurate qt objects. ## Color Space Conversions ## This section includes functions for performing conversions between different color spaces. ### [res] image.rgb2lab([dst,] src) ### Converts a `src` RGB image to [Lab](https://en.wikipedia.org/wiki/Lab_color_space). If `dst` is provided, it is used to store the output image. Otherwise, returns a new `res` Tensor. ### [res] image.rgb2yuv([dst,] src) ### Converts a RGB image to YUV. If `dst` is provided, it is used to store the output image. Otherwise, returns a new `res` Tensor. ### [res] image.yuv2rgb([dst,] src) ### Converts a YUV image to RGB. If `dst` is provided, it is used to store the output image. Otherwise, returns a new `res` Tensor. ### [res] image.rgb2y([dst,] src) ### Converts a RGB image to Y (discard U and V). If `dst` is provided, it is used to store the output image. Otherwise, returns a new `res` Tensor. ### [res] image.rgb2hsl([dst,] src) ### Converts a RGB image to [HSL](https://en.wikipedia.org/wiki/HSL_and_HSV). If `dst` is provided, it is used to store the output image. Otherwise, returns a new `res` Tensor. ### [res] image.hsl2rgb([dst,] src) ### Converts a HSL image to RGB. If `dst` is provided, it is used to store the output image. Otherwise, returns a new `res` Tensor. ### [res] image.rgb2hsv([dst,] src) ### Converts a RGB image to [HSV](https://en.wikipedia.org/wiki/HSL_and_HSV). If `dst` is provided, it is used to store the output image. Otherwise, returns a new `res` Tensor. ### [res] image.hsv2rgb([dst,] src) ### Converts a HSV image to RGB. If `dst` is provided, it is used to store the output image. Otherwise, returns a new `res` Tensor. ### [res] image.rgb2nrgb([dst,] src) ### Converts an RGB image to normalized-RGB. ### [res] image.y2jet([dst,] src) ### Converts a L-levels (1 to L) greyscale image into a L-levels jet heat-map. If `dst` is provided, it is used to store the output image. Otherwise, returns a new `res` Tensor.

This is particulary helpful for understanding the magnitude of the values of a matrix, or easily spot peaks in scalar field (like probability densities over a 2D area). For example, you can run it as

image.display{image=image.y2jet(torch.linspace(1,10,10)), zoom=50}
## Tensor Constructors ## The following functions construct Tensors like Gaussian or Laplacian kernels, or images like Lenna and Fabio. ### [res] image.lena() ### Returns the classic `Lenna.jpg` image as a `3 x 512 x 512` Tensor. ### [res] image.fabio() ### Returns the `fabio.jpg` image as a `257 x 271` Tensor. ### [res] image.gaussian([size, sigma, amplitude, normalize, [...]]) ### Returns a 2D [Gaussian](https://en.wikipedia.org/wiki/Gaussian_function) kernel of size `height x width`. When used as a Gaussian smoothing operator in a 2D convolution, this kernel is used to `blur` images and remove detail and noise (ref.: [Gaussian Smoothing](http://homepages.inf.ed.ac.uk/rbf/HIPR2/gsmooth.htm)). Optional arguments `[...]` expand to `width`, `height`, `sigma_horz`, `sigma_vert`, `mean_horz`, `mean_vert` and `tensor`.

The default value of height and width is size, where the latter has a default value of 3. The amplitude of the Gaussian (its maximum value) is amplitude. The default is 1. When normalize=true, the kernel is normalized to have a sum of 1. This overrides the amplitude argument. The default is false. The default value of the horizontal and vertical standard deviation sigma_horz and sigma_vert of the Gaussian kernel is sigma, where the latter has a default value of 0.25. The default values for the corresponding means mean_horz and mean_vert are 0.5. Both the standard deviations and means are relative to kernels of unit width and height where the top-left corner is the origin. In other works, a mean of 0.5 is the center of the kernel size, while a standard deviation of 0.25 is a quarter of it. When tensor is provided (a 2D Tensor), the height, width and size are ignored. It is used to store the returned gaussian kernel.

Note that arguments can also be specified as key-value arguments (in a table).

### [res] image.gaussian1D([size, sigma, amplitude, normalize, mean, tensor]) ### Returns a 1D Gaussian kernel of size `size`, mean `mean` and standard deviation `sigma`. Respectively, these arguments have default values of 3, 0.25 and 0.5. The amplitude of the Gaussian (its maximum value) is `amplitude`. The default is 1. When `normalize=true`, the kernel is normalized to have a sum of 1. This overrides the `amplitude` argument. The default is `false`. Both the standard deviation and mean are relative to a kernel of unit size. In other works, a mean of 0.5 is the center of the kernel size, while a standard deviation of 0.25 is a quarter of it. When `tensor` is provided (a 1D Tensor), the `size` is ignored. It is used to store the returned gaussian kernel.

Note that arguments can also be specified as key-value arguments (in a table).

### [res] image.laplacian([size, sigma, amplitude, normalize, [...]]) ### Returns a 2D [Laplacian](https://en.wikipedia.org/wiki/Blob_detection#The_Laplacian_of_Gaussian) kernel of size `height x width`. When used in a 2D convolution, the Laplacian of an image highlights regions of rapid intensity change and is therefore often used for edge detection (ref.: [Laplacian/Laplacian of Gaussian](http://homepages.inf.ed.ac.uk/rbf/HIPR2/log.htm)). Optional arguments `[...]` expand to `width`, `height`, `sigma_horz`, `sigma_vert`, `mean_horz`, `mean_vert`.

The default value of height and width is size, where the latter has a default value of 3. The amplitude of the Laplacian (its maximum value) is amplitude. The default is 1. When normalize=true, the kernel is normalized to have a sum of 1. This overrides the amplitude argument. The default is false. The default value of the horizontal and vertical standard deviation sigma_horz and sigma_vert of the Laplacian kernel is sigma, where the latter has a default value of 0.25. The default values for the corresponding means mean_horz and mean_vert are 0.5. Both the standard deviations and means are relative to kernels of unit width and height where the top-left corner is the origin. In other works, a mean of 0.5 is the center of the kernel size, while a standard deviation of 0.25 is a quarter of it.

### [res] image.colormap(nColor) ### Creates an optimally-spaced RGB color mapping of `nColor` colors. Note that the mapping is obtained by generating the colors around the HSV wheel, varying the Hue component. The returned `res` Tensor has size `nColor x 3`. ### [res] image.jetColormap(nColor) ### Creates a jet (blue to red) RGB color mapping of `nColor` colors. The returned `res` Tensor has size `nColor x 3`.

Torch7

Install:

$ luarocks install image

Use:

> require 'image'
> l = image.lena()
> image.display(l)
> f = image.fabio()
> image.display(f)

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An Image toolbox for Torch.

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