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Forestry,Big Island,19.91150093 +20.0448238,-155.44313713,training,0.0,Commercial Forestry,Big Island,19.8484993 +20.04848555,-155.4404589,training,0.0,Commercial Forestry,Big Island,24.07229996 +20.04926512,-155.44161105,training,0.0,Commercial Forestry,Big Island,17.99360085 +20.04992886,-155.44417442,training,0.0,Commercial Forestry,Big Island,26.3743 +20.05329367,-155.44229426,training,0.0,Commercial Forestry,Big Island,36.49039841 +20.0524256,-155.44677251,training,0.0,Commercial Forestry,Big Island,65.31109619 +20.05725853,-155.44414656,training,0.0,Commercial Forestry,Big Island,45.07529831 +20.06102041,-155.44092149,training,0.0,Commercial Forestry,Big Island,59.11989975 +20.05779113,-155.43880609,training,0.0,Commercial Forestry,Big Island,68.79869842999999 +20.05455182,-155.43686256,training,0.0,Commercial Forestry,Big Island,56.09659958 +20.06143642,-155.43464584,training,0.0,Commercial Forestry,Big Island,37.58280182 +20.05004497,-155.45314576,training,0.0,Commercial Forestry,Big Island,23.29820061 +20.05183478,-155.45655515,training,0.0,Commercial Forestry,Big Island,88.87480163999999 +20.05661377,-155.45361309,training,0.0,Commercial Forestry,Big Island,101.40299988 +20.05958299,-155.4480608,training,0.0,Commercial Forestry,Big Island,112.83599854 +20.06224952,-155.45192869,training,0.0,Commercial Forestry,Big Island,73.76959991 +20.06217753,-155.45616639,training,0.0,Commercial Forestry,Big Island,31.11120033 +20.06698531,-155.45049394,training,0.0,Commercial Forestry,Big Island,65.97840117999999 +20.06637103,-155.45479671,training,0.0,Commercial Forestry,Big Island,22.381999970000003 +20.06664522,-155.4442705,training,0.0,Commercial Forestry,Big Island,93.39559937 +20.0323686,-155.39743258,training,0.0,Commercial Forestry,Big Island,36.814300540000005 +20.04156692,-155.39861055,training,0.0,Commercial Forestry,Big Island,28.894199370000003 +20.03535969,-155.39888695,training,0.0,Commercial Forestry,Big Island,1.58516002 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+20.03183617,-155.38638872,training,0.0,Commercial Forestry,Big Island,38.12200165 +20.03368542,-155.3878598,training,0.0,Commercial Forestry,Big Island,76.33110046 +20.03272473,-155.38383993,training,0.0,Commercial Forestry,Big Island,31.48570061 +20.03461001,-155.38046609,training,0.0,Commercial Forestry,Big Island,86.74210357999999 +20.02611294,-155.38314433,training,0.0,Commercial Forestry,Big Island,35.427700040000005 +20.02499869,-155.38057783,training,0.0,Commercial Forestry,Big Island,26.68770027 +20.03307747,-155.37833176,training,0.0,Commercial Forestry,Big Island,70.20559692 +20.03252836,-155.37542703,training,0.0,Commercial Forestry,Big Island,70.17780304 +20.03746207,-155.3714594,training,0.0,Commercial Forestry,Big Island,13.65890026 +20.02458587,-155.3781717,training,0.0,Commercial Forestry,Big Island,23.52619934 +20.02440726,-155.37636495,training,0.0,Commercial Forestry,Big Island,21.75289917 +20.03100131,-155.37371701,training,0.0,Commercial Forestry,Big Island,57.4056015 +20.02973728,-155.37249841,training,0.0,Commercial Forestry,Big Island,16.09449959 +20.02408337,-155.37336865,training,0.0,Commercial Forestry,Big Island,38.80680084 +20.03137124,-155.36995795,training,0.0,Commercial Forestry,Big Island,22.65329933 +20.02995444,-155.36863849,training,0.0,Commercial Forestry,Big Island,46.674301150000005 +20.03587741,-155.36700814,training,0.0,Commercial Forestry,Big Island,14.4460001 +20.03479544,-155.36363897,training,0.0,Commercial Forestry,Big Island,49.56190109 +20.03190924,-155.36105748,training,0.0,Commercial Forestry,Big Island,38.29460144 +20.0291214,-155.36697212,training,0.0,Commercial Forestry,Big Island,24.89870071 +20.02802741,-155.36480703,training,0.0,Commercial Forestry,Big Island,49.9435997 +20.02452579,-155.37016524,training,0.0,Commercial Forestry,Big Island,14.48999977 +20.02414562,-155.36769858,training,0.0,Commercial Forestry,Big Island,6.11058998 +20.02067915,-155.36552593,training,0.0,Commercial Forestry,Big 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Forestry,Big Island,90.41619873 +20.03295806,-155.33779621,training,0.0,Commercial Forestry,Big Island,174.03700256000002 +20.03985624,-155.33655787,training,0.0,Commercial Forestry,Big Island,62.919498440000005 +20.0353938,-155.33063864,training,0.0,Commercial Forestry,Big Island,10.37380028 +20.03065021,-155.33294613,training,0.0,Commercial Forestry,Big Island,51.7419014 +20.02769829,-155.32802072,training,0.0,Commercial Forestry,Big Island,78.26679993 +20.03322328,-155.32691268,training,0.0,Commercial Forestry,Big Island,32.972000120000004 +20.02760251,-155.32513193,training,0.0,Commercial Forestry,Big Island,10.25559998 +20.02272505,-155.32676837,training,0.0,Commercial Forestry,Big Island,6.781509880000001 +20.02390346,-155.32456924,training,0.0,Commercial Forestry,Big Island,19.31599998 +20.02550361,-155.32270104,training,0.0,Commercial Forestry,Big Island,33.67459869 +20.02616601,-155.32106709,training,0.0,Commercial Forestry,Big Island,66.94709778000001 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Forestry,Big Island,86.5019989 +19.9759372,-155.50861694,training,0.0,Commercial Forestry,Big Island,107.8769989 +19.97699057,-155.49839487,training,0.0,Commercial Forestry,Big Island,126.13200378 +19.96873998,-155.51042809,training,0.0,Commercial Forestry,Big Island,249.58999634 +19.97015836,-155.49818698,training,0.0,Commercial Forestry,Big Island,92.90570068 +19.9679421,-155.50459303,training,0.0,Commercial Forestry,Big Island,118.77899933 +19.97809378,-155.4824638,training,0.0,Commercial Forestry,Big Island,44.78269958 +19.97677962,-155.4792692,training,0.0,Commercial Forestry,Big Island,46.40250015 +19.97404603,-155.47604899,training,0.0,Commercial Forestry,Big Island,119.41600037 +19.97447735,-155.4714858,training,0.0,Commercial Forestry,Big Island,84.67469788 +20.0362738,-155.45247123,training,0.0,Commercial Forestry,Big Island,22.77969933 +20.02553835,-155.45572264,training,0.0,Commercial Forestry,Big Island,55.71770096 +20.03083959,-155.45968731,training,0.0,Commercial Forestry,Big Island,120.19799805 +20.02103555,-155.46437408,training,0.0,Commercial Forestry,Big Island,39.46849823 +20.02341051,-155.46658182,training,0.0,Commercial Forestry,Big Island,14.11839962 +20.02350473,-155.46908706,training,0.0,Commercial Forestry,Big Island,27.48119926 +20.03218937,-155.46276249,training,0.0,Commercial Forestry,Big Island,116.50900269 +20.03304482,-155.46454303,training,0.0,Commercial Forestry,Big Island,49.121299740000005 +20.03172894,-155.46990862,training,0.0,Commercial Forestry,Big Island,66.54149627999999 +20.0360083,-155.4651785,training,0.0,Commercial Forestry,Big Island,79.42749786 +20.03334587,-155.470553,training,0.0,Commercial Forestry,Big Island,15.3920002 +20.0267979,-155.47637958,training,0.0,Commercial Forestry,Big Island,41.77420044 +20.02404795,-155.47375256,training,0.0,Commercial Forestry,Big Island,13.59440041 +20.0290316,-155.47868936,training,0.0,Commercial Forestry,Big Island,49.23210144 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Island,39.71170044 +19.2145247,-155.4979992,training,0.0,Commercial Forestry,Big Island,45.4510994 +19.21190991,-155.49954007,training,0.0,Commercial Forestry,Big Island,30.35759926 +19.21764734,-155.50215394,training,0.0,Commercial Forestry,Big Island,55.06489944 +19.21576516,-155.50464741,training,0.0,Commercial Forestry,Big Island,45.74200058 +19.22100422,-155.50608937,training,0.0,Commercial Forestry,Big Island,37.3431015 +19.21981859,-155.50857156,training,0.0,Commercial Forestry,Big Island,27.58270073 +19.22075751,-155.5135475,training,0.0,Commercial Forestry,Big Island,12.23980045 +19.21851501,-155.51508724,training,0.0,Commercial Forestry,Big Island,9.22945023 +19.22042755,-155.51571643,training,0.0,Commercial Forestry,Big Island,12.21210003 +19.21758171,-155.51695531,training,0.0,Commercial Forestry,Big Island,19.62610054 +19.21942737,-155.51958086,training,0.0,Commercial Forestry,Big Island,14.9428997 +19.22133673,-155.51934754,training,0.0,Commercial Forestry,Big Island,35.14390182 +19.22302599,-155.51830897,training,0.0,Commercial Forestry,Big Island,26.26199913 +19.22372891,-155.51282419,training,0.0,Commercial Forestry,Big Island,52.74750137 +19.22636903,-155.51019065,training,0.0,Commercial Forestry,Big Island,71.69450378 +19.23008647,-155.50691498,training,0.0,Commercial Forestry,Big Island,29.85079956 +19.22793243,-155.50366207,training,0.0,Commercial Forestry,Big Island,15.81690025 +19.22496841,-155.49945367,training,0.0,Commercial Forestry,Big Island,23.69319916 +19.22221918,-155.49437508,training,0.0,Commercial Forestry,Big Island,60.13809967 +19.21748496,-155.48853876,training,0.0,Commercial Forestry,Big Island,33.8044014 +19.21412187,-155.48581781,training,0.0,Commercial Forestry,Big Island,41.53290176 +19.2535332,-155.49776432,training,0.0,Commercial Forestry,Big Island,13.86670017 +19.25270875,-155.4943107,training,0.0,Commercial Forestry,Big Island,39.01269913 +19.25188149,-155.49115813,training,0.0,Commercial Forestry,Big Island,25.30660057 +19.25187746,-155.48907937,training,0.0,Commercial Forestry,Big Island,15.16779995 +19.25116561,-155.48739,training,0.0,Commercial Forestry,Big Island,29.0182991 +19.25687191,-155.4864731,training,0.0,Commercial Forestry,Big Island,20.68619919 +19.18498338,-155.51714329,training,0.0,Commercial Forestry,Big Island,30.54070091 +19.18830138,-155.51926373,training,0.0,Commercial Forestry,Big Island,35.97290039 +19.18335209,-155.51936421,training,0.0,Commercial Forestry,Big Island,22.20549965 +19.18651452,-155.52238627,training,0.0,Commercial Forestry,Big Island,42.09329987 +19.19064195,-155.52148235,training,0.0,Commercial Forestry,Big Island,31.11829948 +19.19568886,-155.52756608,training,0.0,Commercial Forestry,Big Island,30.33760071 +19.19316188,-155.5243177,training,0.0,Commercial Forestry,Big Island,70.80809784 +19.19162728,-155.5291488,training,0.0,Commercial Forestry,Big Island,48.16849899 +19.18912873,-155.52584767,training,0.0,Commercial Forestry,Big Island,31.79710007 +19.19405336,-155.53209186,training,0.0,Commercial Forestry,Big Island,50.58010101 +19.19949752,-155.53286177,training,0.0,Commercial Forestry,Big Island,83.79060364 +19.20722885,-155.5358121,training,0.0,Commercial Forestry,Big Island,55.1969986 +19.20015465,-155.53685256,training,0.0,Commercial Forestry,Big Island,86.14489746000001 +19.19416744,-155.53638237,training,0.0,Commercial Forestry,Big Island,25.24979973 +19.19887604,-155.540485,training,0.0,Commercial Forestry,Big Island,43.42699814 +19.19548529,-155.54208342,training,0.0,Commercial Forestry,Big Island,34.993000030000005 +19.19534677,-155.54749842,training,0.0,Commercial Forestry,Big Island,38.22710037 +19.19266126,-155.54278122,training,0.0,Commercial Forestry,Big Island,95.46970367 +19.18784072,-155.54325668,training,0.0,Commercial Forestry,Big Island,129.05099487 +19.18857416,-155.54957046,training,0.0,Commercial Forestry,Big Island,26.26939964 +19.1838942,-155.54478276,training,0.0,Commercial Forestry,Big Island,72.99620056 +19.1809391,-155.54431058,training,0.0,Commercial Forestry,Big Island,37.41579819 +19.17874715,-155.53818758,training,0.0,Commercial Forestry,Big Island,29.49119949 +19.18168307,-155.53382897,training,0.0,Commercial Forestry,Big Island,50.05319977 +19.18514886,-155.5365197,training,0.0,Commercial Forestry,Big Island,84.06020355 +19.18186965,-155.53761266,training,0.0,Commercial Forestry,Big Island,22.21619987 +19.18051683,-155.53900197,training,0.0,Commercial Forestry,Big Island,11.34700012 +19.18969907,-155.53543074,training,0.0,Commercial Forestry,Big Island,67.86250305 +19.18791395,-155.53024774,training,0.0,Commercial Forestry,Big Island,31.19589996 +19.1857322,-155.52885322,training,0.0,Commercial Forestry,Big Island,28.33119965 +19.18450397,-155.52531494,training,0.0,Commercial Forestry,Big Island,17.50749969 +19.1831885,-155.52871724,training,0.0,Commercial Forestry,Big Island,43.84469986 +19.17988748,-155.53033313,training,0.0,Commercial Forestry,Big Island,39.85419846 +19.1767508,-155.52739891,training,0.0,Commercial Forestry,Big Island,25.14529991 +19.1785324,-155.52667786,training,0.0,Commercial Forestry,Big Island,25.08819962 +19.17990797,-155.52419383,training,0.0,Commercial Forestry,Big Island,29.78949928 +19.1810082,-155.52171341,training,0.0,Commercial Forestry,Big Island,57.26959991 +19.17037066,-155.55144769,training,1.0,Coffee,Big Island,3.41734004 +19.16955689,-155.5526315,training,1.0,Coffee,Big Island,1.72849 +19.16350051,-155.5389878,training,1.0,Coffee,Big Island,6.736169820000001 +19.19500817,-155.51714907,training,1.0,Coffee,Big Island,9.48159981 +19.20396871,-155.46960008,training,1.0,Coffee,Big Island,8.29292965 +19.19699611,-155.47261018,training,1.0,Coffee,Big Island,4.35593987 +19.21240684,-155.50855584,training,1.0,Coffee,Big Island,18.34009933 +19.22301126,-155.50217424,training,0.0,Commercial Forestry,Big Island,71.01589966 +19.22540487,-155.50571169,training,0.0,Commercial Forestry,Big Island,48.95080185 +19.2201037,-155.49784507,training,0.0,Commercial Forestry,Big Island,50.72380066 +19.21095461,-155.49056455,training,1.0,Diversified Crop,Big Island,6.49652004 +19.21305898,-155.48966584,training,1.0,Diversified Crop,Big Island,27.1121006 +19.22752257,-155.45882118,training,1.0,Coffee,Big Island,1.78783 +19.23178667,-155.48069766,training,1.0,Coffee,Big Island,40.2533989 +19.24900608,-155.47729944,training,1.0,Coffee,Big Island,19.07189941 +19.25309417,-155.47598173,training,1.0,Coffee,Big Island,11.73659992 +19.25318744,-155.47102092,training,1.0,Macadamia Nuts,Big Island,11.59749985 +19.25815798,-155.47761528,training,1.0,Coffee,Big Island,14.91300011 +19.26484368,-155.4809866,training,1.0,Coffee,Big Island,4.99998999 +19.27502807,-155.47542899,training,1.0,Coffee,Big Island,3.89209008 +19.27306538,-155.47500487,training,1.0,Coffee,Big Island,6.16933012 +19.26832991,-155.48892586,training,1.0,Coffee,Big Island,5.28518009 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+19.67666818,-155.00521268,training,1.0,Papaya,Big Island,2.56800008 +19.67107826,-155.01817755,training,1.0,Macadamia Nuts,Big Island,35.582599640000005 +19.67368611,-155.01537448,training,1.0,Papaya,Big Island,2.52601004 +19.67518133,-155.00429087,training,1.0,Papaya,Big Island,6.54310989 +19.68225543,-155.0127531,training,1.0,Papaya,Big Island,24.18059921 +20.02647473,-155.38818214,training,0.0,Commercial Forestry,Big Island,40.54700089 +20.02135065,-155.36846428,training,0.0,Commercial Forestry,Big Island,16.10000038 +20.02185228,-155.37095349,training,1.0,Diversified Crop,Big Island,22.75939941 +20.02507475,-155.36369187,training,0.0,Commercial Forestry,Big Island,16.43009949 +20.05313985,-155.38866589,training,1.0,Banana,Big Island,4.58611012 +20.02671311,-155.40791382,training,1.0,Tropical Fruits,Big Island,4.39100981 +20.0305286,-155.41514796,training,1.0,Coffee,Big Island,0.59908402 +20.05287198,-155.43362801,training,1.0,Tropical Fruits,Big Island,5.45149994 +19.06301955,-155.59384982,training,1.0,Coffee,Big Island,69.72979735999999 +19.16386398,-155.54147701,training,1.0,Coffee,Big Island,4.28507996 +19.22269432,-155.8713802,training,1.0,Coffee,Big Island,7.28204012 +19.43022838,-155.89597063,training,1.0,Macadamia Nuts,Big Island,26.87829971 +19.53573512,-155.89564269,training,1.0,Diversified Crop,Big Island,74.27649688999999 +19.61489732,-155.94303301,training,1.0,Coffee,Big Island,0.95181298 +19.21472436,-155.85731869,training,1.0,Macadamia Nuts,Big Island,4.11444998 +19.88067263,-155.13347419,training,0.0,Flowers / Foliage / Landscape,Big Island,2.06028008 +19.20124023,-155.87026034,training,1.0,Macadamia Nuts,Big Island,5.97344017 +19.21122312,-155.88172223,training,1.0,Macadamia Nuts,Big Island,2.01928997 +19.45424103,-155.89280975,training,1.0,Macadamia Nuts,Big Island,6.43614006 +19.50823017,-154.86385019,training,0.0,Flowers / Foliage / Landscape,Big Island,1.03716004 +19.27979849,-155.45346505,training,0.0,Commercial Forestry,Big Island,0.00142516 +19.86568625,-155.11446712,training,0.0,Dairy,Big Island,20.38349915 +19.2097955,-155.50127238,training,1.0,Coffee,Big Island,13.63949966 +19.21275682,-155.50560961,training,1.0,Coffee,Big Island,12.101099970000002 +20.06601123,-155.56649695,training,0.0,Pasture,Big Island,8581.26953125 +20.09771041,-155.53804681,training,0.0,Pasture,Big Island,1617.67004395 +20.26287429,-155.85582065,training,1.0,Sugar,Big Island,14.07069969 +21.95537981,-159.4660891,training,0.0,Commercial Forestry,Kauai,273.0249939 +21.91919611,-159.53456655,training,1.0,Coffee,Kauai,7.43865013 +21.91930107,-159.53718904,training,1.0,Coffee,Kauai,4.64882994 +21.90001538,-159.55366238,training,1.0,Coffee,Kauai,1129.90002441 +21.92110391,-159.53722651,training,1.0,Coffee,Kauai,3.48554993 +21.91356041,-159.56583303,training,1.0,Coffee,Kauai,520.63598633 +21.9118323,-159.55209851,training,1.0,Coffee,Kauai,715.6799926799999 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"execution_count": 9, + "id": "7da9601a", + "metadata": {}, + "outputs": [], + "source": [ + "df1 = pd.read_csv(\"../../data/datasets/Hawaii_CEO_2020.csv\")\n", + "df2 = pd.read_csv(\"../../data/datasets/HawaiiAgriculturalLandUse2020.csv\")\n", + "df3 = pd.read_csv(\"../../data/datasets/HawaiiAgriculturalLandUse2020Subset.csv\")\n", + "df4 = pd.read_csv(\"../../data/datasets/HawaiiCorrective2020.csv\")\n", + "df5 = pd.read_csv(\"../../data/datasets/HawaiiCorrectiveGuided2020.csv\")" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "5c36b899", + "metadata": {}, + "outputs": [], + "source": [ + "renames = {\"class_probability\": \"is_crop\", \"lat\": \"latitude\", \"lon\": \"longitude\"}\n", + "for df in [df1, df2, df3, df4, df5]:\n", + " df.rename(columns=renames, inplace=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "b95163af", + "metadata": {}, + "outputs": [], + "source": [ + "df1 = df1[(df1[\"is_crop\"] != 0.5) & (df1[\"num_labelers\"] > 1)]" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "e4b3013f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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objectidcrops_2020islandacreagest_areashast_perimetgeometrystart_dateend_datelatitudelongitudesubsetis_cropeo_statuseo_dataeo_lateo_loneo_file
03603Macadamia NutsBig Island74.2510993.009922e+052493.443380POLYGON ((-155.48163800219658 19.2501737246023...2020-01-012021-12-3119.246651-155.478457training1.0eo_data_complete[[-10.722673840989376, -16.00940534093112, 891...19.246630-155.478478min_lat=19.2459_min_lon=-155.4792_max_lat=19.2...
1534Diversified CropBig Island5.2861802.141438e+04776.452401POLYGON ((-155.6856571491883 20.01503428014222...2020-01-012021-12-3120.015103-155.685940training1.0eo_data_complete[[-8.725794581725804, -14.326780156285752, 891...20.015138-155.685899min_lat=20.0144_min_lon=-155.6867_max_lat=20.0...
2667Macadamia NutsBig Island5.0127002.029946e+04601.945311POLYGON ((-155.80039286358922 20.2220171318779...2020-01-012021-12-3120.222997-155.800529training1.0eo_data_complete[[-11.246407877966822, -17.39068462501195, 934...20.223008-155.800524min_lat=20.2223_min_lon=-155.8013_max_lat=20.2...
34630Diversified CropOahu7.6720603.084165e+04700.092454POLYGON ((-158.09106890904232 21.5366251785891...2020-01-012021-12-3121.536440-158.089887training1.0eo_data_complete[[-9.661015311449251, -14.91925380361867, 1013...21.536435-158.089881min_lat=21.5357_min_lon=-158.0907_max_lat=21.5...
42049BananaBig Island2.3632309.591609e+03456.477891POLYGON ((-155.1010169799786 19.8448752701613,...2020-01-012021-12-3119.844294-155.101180training1.0eo_data_complete[[-2.496108260734728, -12.64099781026996, 928....19.844279-155.101186min_lat=19.8436_min_lon=-155.1019_max_lat=19.8...
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3242613Macadamia NutsBig Island74.4812013.015362e+054541.133044POLYGON ((-155.87706622087327 19.4260830277771...2020-01-012021-12-3119.423378-155.876224training1.0eo_data_complete[[-11.05321712725342, -15.104622713257791, 741...19.423418-155.876252min_lat=19.4227_min_lon=-155.877_max_lat=19.42...
3252320Diversified CropBig Island42.5154991.725014e+052147.460583POLYGON ((-155.20195491459984 19.9541256475104...2020-01-012021-12-3119.954389-155.200474training1.0eo_data_complete[[-8.09734605030693, -14.13202783099192, 1066....19.954412-155.200449min_lat=19.9537_min_lon=-155.2012_max_lat=19.9...
3262257PastureBig Island4863.2700201.973283e+0736291.822574POLYGON ((-155.18463196245165 19.9350945456247...2020-01-012021-12-3119.914885-155.190268training1.0eo_data_complete[[-4.374754888392252, -12.005911387399252, 842...19.914886-155.190298min_lat=19.9142_min_lon=-155.191_max_lat=19.91...
3272669CoffeeBig Island2.9893301.210244e+04481.842392POLYGON ((-155.87237324345375 19.4302840532736...2020-01-012021-12-3119.430577-155.871562training1.0eo_data_complete[[-8.753316229223827, -16.630732275651, 852.0,...19.430605-155.871581min_lat=19.4299_min_lon=-155.8723_max_lat=19.4...
328292Diversified CropMaui7.5097403.039093e+041076.859052POLYGON ((-155.99494905496394 20.7630490675620...2020-01-012021-12-3120.763077-155.996562training1.0eo_data_complete[[-2.6817589591483837, -13.970458916051305, 10...20.763076-155.996536min_lat=20.7624_min_lon=-155.9973_max_lat=20.7...
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329 rows × 18 columns

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" + ], + "text/plain": [ + " objectid crops_2020 island acreage st_areasha \\\n", + "0 3603 Macadamia Nuts Big Island 74.251099 3.009922e+05 \n", + "1 534 Diversified Crop Big Island 5.286180 2.141438e+04 \n", + "2 667 Macadamia Nuts Big Island 5.012700 2.029946e+04 \n", + "3 4630 Diversified Crop Oahu 7.672060 3.084165e+04 \n", + "4 2049 Banana Big Island 2.363230 9.591609e+03 \n", + ".. ... ... ... ... ... \n", + "324 2613 Macadamia Nuts Big Island 74.481201 3.015362e+05 \n", + "325 2320 Diversified Crop Big Island 42.515499 1.725014e+05 \n", + "326 2257 Pasture Big Island 4863.270020 1.973283e+07 \n", + "327 2669 Coffee Big Island 2.989330 1.210244e+04 \n", + "328 292 Diversified Crop Maui 7.509740 3.039093e+04 \n", + "\n", + " st_perimet geometry \\\n", + "0 2493.443380 POLYGON ((-155.48163800219658 19.2501737246023... \n", + "1 776.452401 POLYGON ((-155.6856571491883 20.01503428014222... \n", + "2 601.945311 POLYGON ((-155.80039286358922 20.2220171318779... \n", + "3 700.092454 POLYGON ((-158.09106890904232 21.5366251785891... \n", + "4 456.477891 POLYGON ((-155.1010169799786 19.8448752701613,... \n", + ".. ... ... \n", + "324 4541.133044 POLYGON ((-155.87706622087327 19.4260830277771... \n", + "325 2147.460583 POLYGON ((-155.20195491459984 19.9541256475104... \n", + "326 36291.822574 POLYGON ((-155.18463196245165 19.9350945456247... \n", + "327 481.842392 POLYGON ((-155.87237324345375 19.4302840532736... \n", + "328 1076.859052 POLYGON ((-155.99494905496394 20.7630490675620... \n", + "\n", + " start_date end_date latitude longitude subset is_crop \\\n", + "0 2020-01-01 2021-12-31 19.246651 -155.478457 training 1.0 \n", + "1 2020-01-01 2021-12-31 20.015103 -155.685940 training 1.0 \n", + "2 2020-01-01 2021-12-31 20.222997 -155.800529 training 1.0 \n", + "3 2020-01-01 2021-12-31 21.536440 -158.089887 training 1.0 \n", + "4 2020-01-01 2021-12-31 19.844294 -155.101180 training 1.0 \n", + ".. ... ... ... ... ... ... \n", + "324 2020-01-01 2021-12-31 19.423378 -155.876224 training 1.0 \n", + "325 2020-01-01 2021-12-31 19.954389 -155.200474 training 1.0 \n", + "326 2020-01-01 2021-12-31 19.914885 -155.190268 training 1.0 \n", + "327 2020-01-01 2021-12-31 19.430577 -155.871562 training 1.0 \n", + "328 2020-01-01 2021-12-31 20.763077 -155.996562 training 1.0 \n", + "\n", + " eo_status eo_data \\\n", + "0 eo_data_complete [[-10.722673840989376, -16.00940534093112, 891... \n", + "1 eo_data_complete [[-8.725794581725804, -14.326780156285752, 891... \n", + "2 eo_data_complete [[-11.246407877966822, -17.39068462501195, 934... \n", + "3 eo_data_complete [[-9.661015311449251, -14.91925380361867, 1013... \n", + "4 eo_data_complete [[-2.496108260734728, -12.64099781026996, 928.... \n", + ".. ... ... \n", + "324 eo_data_complete [[-11.05321712725342, -15.104622713257791, 741... \n", + "325 eo_data_complete [[-8.09734605030693, -14.13202783099192, 1066.... \n", + "326 eo_data_complete [[-4.374754888392252, -12.005911387399252, 842... \n", + "327 eo_data_complete [[-8.753316229223827, -16.630732275651, 852.0,... \n", + "328 eo_data_complete [[-2.6817589591483837, -13.970458916051305, 10... \n", + "\n", + " eo_lat eo_lon eo_file \n", + "0 19.246630 -155.478478 min_lat=19.2459_min_lon=-155.4792_max_lat=19.2... \n", + "1 20.015138 -155.685899 min_lat=20.0144_min_lon=-155.6867_max_lat=20.0... \n", + "2 20.223008 -155.800524 min_lat=20.2223_min_lon=-155.8013_max_lat=20.2... \n", + "3 21.536435 -158.089881 min_lat=21.5357_min_lon=-158.0907_max_lat=21.5... \n", + "4 19.844279 -155.101186 min_lat=19.8436_min_lon=-155.1019_max_lat=19.8... \n", + ".. ... ... ... \n", + "324 19.423418 -155.876252 min_lat=19.4227_min_lon=-155.877_max_lat=19.42... \n", + "325 19.954412 -155.200449 min_lat=19.9537_min_lon=-155.2012_max_lat=19.9... \n", + "326 19.914886 -155.190298 min_lat=19.9142_min_lon=-155.191_max_lat=19.91... \n", + "327 19.430605 -155.871581 min_lat=19.4299_min_lon=-155.8723_max_lat=19.4... \n", + "328 20.763076 -155.996536 min_lat=20.7624_min_lon=-155.9973_max_lat=20.7... \n", + "\n", + "[329 rows x 18 columns]" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df3" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "d5cb5df1", + "metadata": {}, + "outputs": [], + "source": [ + "keep_columns = [\"latitude\", \"longitude\", \"subset\", \"is_crop\"]\n", + "\n", + "df1[keep_columns].to_csv(\"HawaiiCEO2020.csv\", index=False)\n", + "df2[keep_columns + [\"crops_2020\", \"island\", \"acreage\"]].to_csv(\"HawaiiAgriculturalLandUse2020.csv\", index=False)\n", + "df4[keep_columns].to_csv(\"MauiCorrective2020.csv\", index=False)\n", + "df5[keep_columns].to_csv(\"MauiCorrectiveGuided2020.csv\", index=False)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5d424a2d", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "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": "3.9.16" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/maps/Sudan/intercomparison.ipynb b/maps/Sudan/intercomparison_2022.ipynb similarity index 100% rename from maps/Sudan/intercomparison.ipynb rename to maps/Sudan/intercomparison_2022.ipynb diff --git a/maps/Sudan/intercomparison_east_2022.ipynb b/maps/Sudan/intercomparison_east_2022.ipynb new file mode 100644 index 00000000..11932e52 --- /dev/null +++ b/maps/Sudan/intercomparison_east_2022.ipynb @@ -0,0 +1,480 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "62f2a2e4", + "metadata": {}, + "source": [ + "# Intercomparison\n", + "\n", + "**Author:** Ivan Zvonkov\n", + "\n", + "**Last updated:** May 1, 2024\n", + "\n", + "**Description:** Runs intercomparison for Sudan Al Qadarif, Al Jazirah 2022\n", + "\n", + "## 1. Setup" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7f609c57", + "metadata": {}, + "outputs": [], + "source": [ + "#earthengine authenticate" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "98ddd95c", + "metadata": {}, + "outputs": [], + "source": [ + "import ee\n", + "import geemap\n", + "import sys\n", + "import pandas as pd\n", + "import geopandas as gpd\n", + "from pathlib import Path\n", + "\n", + "ee.Initialize()\n", + "\n", + "sys.path.append(\"../..\")\n", + "\n", + "from src.compare_covermaps import TARGETS, filter_by_bounds, generate_report, CLASS_COL, COUNTRY_COL\n", + "from src.compare_covermaps import TEST_COUNTRIES, TEST_CODE" + ] + }, + { + "cell_type": "markdown", + "id": "09b2f8c5", + "metadata": {}, + "source": [ + "## 2. Read in evaluation set" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "21c710f3", + "metadata": {}, + "outputs": [], + "source": [ + "df = pd.read_csv(\"GedarefDarfurAlJazirah2022_gee2.csv\")\n", + "df = df[df[\"label\"] != 0.5].copy()\n", + "\n", + "# Keep only Al Jazirah and Al Qadarif\n", + "df = df[df[\"longitude\"] > 30].copy()\n", + "\n", + "# To fit intercomparison code\n", + "df[\"lon\"] = df[\"longitude\"]\n", + "df[\"lat\"] = df[\"latitude\"]\n", + "df[\"binary\"] = df[\"label\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "b2a7c5c3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "training 176\n", + "testing 168\n", + "validation 135\n", + "Name: subset, dtype: int64" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[\"subset\"].value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "9bb942fd", + "metadata": {}, + "outputs": [], + "source": [ + "gdf = gpd.GeoDataFrame(df, geometry=gpd.points_from_xy(df.longitude, df.latitude), crs=\"epsg:4326\")" + ] + }, + { + "cell_type": "markdown", + "id": "5bbca5d0", + "metadata": {}, + "source": [ + "## 3. Run intercomparison" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "c47ba5d1", + "metadata": {}, + "outputs": [], + "source": [ + "TARGETS = {k:v for k,v in TARGETS.items()}" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "7cac8859", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[GedarefDarfurAlJazirah2022] sampling copernicus...\n", + "[GedarefDarfurAlJazirah2022] sampling worldcover-v100...\n", + "[GedarefDarfurAlJazirah2022] sampling worldcover-v200...\n", + "[GedarefDarfurAlJazirah2022] sampling worldcereal-v100...\n", + "[GedarefDarfurAlJazirah2022] sampling glad...\n", + "[GedarefDarfurAlJazirah2022] sampling asap...\n", + "[GedarefDarfurAlJazirah2022] sampling dynamicworld...\n", + "[GedarefDarfurAlJazirah2022] sampling gfsad-gcep...\n", + "[GedarefDarfurAlJazirah2022] sampling gfsad-lgrip...\n", + "[GedarefDarfurAlJazirah2022] sampling digital-earth-africa...\n", + "[GedarefDarfurAlJazirah2022] sampling esa-cci-africa...\n", + "[GedarefDarfurAlJazirah2022] sampling globcover-v23...\n", + "[GedarefDarfurAlJazirah2022] sampling globcover-v22...\n", + "[GedarefDarfurAlJazirah2022] sampling esri-lulc...\n", + "[GedarefDarfurAlJazirah2022] sampling nabil-etal-2021...\n" + ] + } + ], + "source": [ + "country = \"GedarefDarfurAlJazirah2022\"\n", + "df[\"country\"] = country\n", + "for cropmap in TARGETS.values():\n", + " if country not in cropmap.countries:\n", + " continue\n", + " print(f\"[{country}] sampling \" + cropmap.title + \"...\")\n", + " map_sampled = cropmap.extract_test(gdf).copy()\n", + " gdf = pd.merge(gdf, map_sampled, on=[\"lat\", \"lon\"], how=\"left\")" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "ced5cce0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[GedarefDarfurAlJazirah2022] calculating pixel area for copernicus...\n", + "[GedarefDarfurAlJazirah2022] calculating pixel area for worldcover-v100...\n", + "[GedarefDarfurAlJazirah2022] calculating pixel area for worldcover-v200...\n", + "[GedarefDarfurAlJazirah2022] calculating pixel area for worldcereal-v100...\n", + "[GedarefDarfurAlJazirah2022] calculating pixel area for glad...\n", + "[GedarefDarfurAlJazirah2022] calculating pixel area for asap...\n", + "[GedarefDarfurAlJazirah2022] calculating pixel area for dynamicworld...\n", + "[GedarefDarfurAlJazirah2022] calculating pixel area for gfsad-gcep...\n", + "[GedarefDarfurAlJazirah2022] calculating pixel area for gfsad-lgrip...\n", + "[GedarefDarfurAlJazirah2022] calculating pixel area for digital-earth-africa...\n", + "[GedarefDarfurAlJazirah2022] calculating pixel area for esa-cci-africa...\n", + "[GedarefDarfurAlJazirah2022] calculating pixel area for globcover-v23...\n", + "[GedarefDarfurAlJazirah2022] calculating pixel area for globcover-v22...\n", + "[GedarefDarfurAlJazirah2022] calculating pixel area for esri-lulc...\n", + "[GedarefDarfurAlJazirah2022] calculating pixel area for nabil-etal-2021...\n" + ] + } + ], + "source": [ + "a_j = {}\n", + "for cropmap in TARGETS.values():\n", + " if country not in cropmap.countries:\n", + " continue\n", + " print(f\"[{country}] calculating pixel area for \" + cropmap.title + \"...\")\n", + " a_j[cropmap.title] = cropmap.compute_map_area(country, country).copy()\n", + " # compute map area doesn't work as in template. " + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "bcda16f6", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/compare_covermaps.py:701: RuntimeWarning: invalid value encountered in divide\n", + " w_j = a_j / total_px\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/area_utils.py:477: RuntimeWarning: divide by zero encountered in divide\n", + " expr_3 = 1 / n_i_px**2\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/compare_covermaps.py:701: RuntimeWarning: invalid value encountered in divide\n", + " w_j = a_j / total_px\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/area_utils.py:477: RuntimeWarning: divide by zero encountered in divide\n", + " expr_3 = 1 / n_i_px**2\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/compare_covermaps.py:701: RuntimeWarning: invalid value encountered in divide\n", + " w_j = a_j / total_px\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/area_utils.py:477: RuntimeWarning: divide by zero encountered in divide\n", + " expr_3 = 1 / n_i_px**2\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/compare_covermaps.py:701: RuntimeWarning: invalid value encountered in divide\n", + " w_j = a_j / total_px\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/area_utils.py:477: RuntimeWarning: divide by zero encountered in divide\n", + " expr_3 = 1 / n_i_px**2\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/compare_covermaps.py:701: RuntimeWarning: invalid value encountered in divide\n", + " w_j = a_j / total_px\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/area_utils.py:477: RuntimeWarning: divide by zero encountered in divide\n", + " expr_3 = 1 / n_i_px**2\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/compare_covermaps.py:701: RuntimeWarning: invalid value encountered in divide\n", + " w_j = a_j / total_px\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/area_utils.py:477: RuntimeWarning: divide by zero encountered in divide\n", + " expr_3 = 1 / n_i_px**2\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/compare_covermaps.py:701: RuntimeWarning: invalid value encountered in divide\n", + " w_j = a_j / total_px\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/area_utils.py:477: RuntimeWarning: divide by zero encountered in divide\n", + " expr_3 = 1 / n_i_px**2\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/compare_covermaps.py:701: RuntimeWarning: invalid value encountered in divide\n", + " w_j = a_j / total_px\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/area_utils.py:386: RuntimeWarning: invalid value encountered in divide\n", + " u_j = p_jjs / p_dotjs\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/area_utils.py:455: RuntimeWarning: invalid value encountered in divide\n", + " n_i_px = ((a_j / cm.sum(axis=0) * cm).sum(axis=1)).astype(np.uint64)\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/area_utils.py:455: RuntimeWarning: invalid value encountered in cast\n", + " n_i_px = ((a_j / cm.sum(axis=0) * cm).sum(axis=1)).astype(np.uint64)\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/area_utils.py:464: RuntimeWarning: invalid value encountered in divide\n", + " cm_div = cm / n_j_su\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/area_utils.py:477: RuntimeWarning: divide by zero encountered in divide\n", + " expr_3 = 1 / n_i_px**2\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/compare_covermaps.py:595: RuntimeWarning: invalid value encountered in scalar divide\n", + " expr1 = 2 * (r * dp + p * dr) / (p + r)\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/compare_covermaps.py:596: RuntimeWarning: invalid value encountered in scalar divide\n", + " expr2 = ((2 * p * r) * (dp + dr)) / ((p + r) * (p + r))\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/compare_covermaps.py:701: RuntimeWarning: invalid value encountered in divide\n", + " w_j = a_j / total_px\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/area_utils.py:477: RuntimeWarning: divide by zero encountered in divide\n", + " expr_3 = 1 / n_i_px**2\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/compare_covermaps.py:701: RuntimeWarning: invalid value encountered in divide\n", + " w_j = a_j / total_px\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/area_utils.py:477: RuntimeWarning: divide by zero encountered in divide\n", + " expr_3 = 1 / n_i_px**2\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/compare_covermaps.py:701: RuntimeWarning: invalid value encountered in divide\n", + " w_j = a_j / total_px\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/area_utils.py:477: RuntimeWarning: divide by zero encountered in divide\n", + " expr_3 = 1 / n_i_px**2\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/compare_covermaps.py:701: RuntimeWarning: invalid value encountered in divide\n", + " w_j = a_j / total_px\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/area_utils.py:477: RuntimeWarning: divide by zero encountered in divide\n", + " expr_3 = 1 / n_i_px**2\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/compare_covermaps.py:701: RuntimeWarning: invalid value encountered in divide\n", + " w_j = a_j / total_px\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/area_utils.py:477: RuntimeWarning: divide by zero encountered in divide\n", + " expr_3 = 1 / n_i_px**2\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/compare_covermaps.py:701: RuntimeWarning: invalid value encountered in divide\n", + " w_j = a_j / total_px\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/area_utils.py:477: RuntimeWarning: divide by zero encountered in divide\n", + " expr_3 = 1 / n_i_px**2\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/compare_covermaps.py:701: RuntimeWarning: invalid value encountered in divide\n", + " w_j = a_j / total_px\n", + "/Users/izvonkov/nasaharvest/crop-mask/maps/Sudan/../../src/area_utils.py:477: RuntimeWarning: divide by zero encountered in divide\n", + " expr_3 = 1 / n_i_px**2\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Ensemble maps: ['glad', 'worldcover-v200', 'esri-lulc']\n" + ] + }, + { + "ename": "KeyError", + "evalue": "'ensemble-subset'", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mKeyError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[35], line 17\u001b[0m\n\u001b[1;32m 15\u001b[0m ensemble \u001b[38;5;241m=\u001b[39m gdf[ensemble_maps]\u001b[38;5;241m.\u001b[39mmode(axis\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mcolumns\u001b[39m\u001b[38;5;124m'\u001b[39m)\n\u001b[1;32m 16\u001b[0m \u001b[38;5;66;03m#a_j['ensemble-subset'] = get_ensemble_area(country, [TARGETS[name] for name in ensemble_maps])\u001b[39;00m\n\u001b[0;32m---> 17\u001b[0m comparison \u001b[38;5;241m=\u001b[39m generate_report(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mensemble-subset\u001b[39m\u001b[38;5;124m\"\u001b[39m, country, gdf[CLASS_COL], ensemble, \u001b[43ma_j\u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mensemble-subset\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m]\u001b[49m, area_weighted\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mTrue\u001b[39;00m)\n\u001b[1;32m 18\u001b[0m comparisons\u001b[38;5;241m.\u001b[39mappend(comparison)\n\u001b[1;32m 20\u001b[0m results \u001b[38;5;241m=\u001b[39m pd\u001b[38;5;241m.\u001b[39mconcat(comparisons)\u001b[38;5;241m.\u001b[39mset_index([\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mdataset\u001b[39m\u001b[38;5;124m\"\u001b[39m])\n", + "\u001b[0;31mKeyError\u001b[0m: 'ensemble-subset'" + ] + } + ], + "source": [ + "comparisons = []\n", + "for cropmap in TARGETS.keys():\n", + " if cropmap not in gdf.columns:\n", + " continue\n", + " temp = gdf[[CLASS_COL, cropmap]].dropna()\n", + " comparison = generate_report(cropmap, country, temp[CLASS_COL], temp[cropmap], a_j[cropmap], area_weighted=False)\n", + " comparisons.append(comparison)\n", + "\n", + "results = pd.concat(comparisons).set_index([\"dataset\"])\n", + "\n", + "# Add ensemble\n", + "ensemble_maps = [\"glad\", \"worldcover-v200\", \"esri-lulc\"] # Should be odd number\n", + "\n", + "print(f\"Ensemble maps: {ensemble_maps}\")\n", + "ensemble = gdf[ensemble_maps].mode(axis='columns')\n", + "#a_j['ensemble-subset'] = get_ensemble_area(country, [TARGETS[name] for name in ensemble_maps])\n", + "comparison = generate_report(\"ensemble-subset\", country, gdf[CLASS_COL], ensemble, a_j['ensemble-subset'], area_weighted=True)\n", + "comparisons.append(comparison)\n", + "\n", + "results = pd.concat(comparisons).set_index([\"dataset\"])\n", + "results" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "9ee40aad", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "crop_proportion = round(gdf[CLASS_COL].value_counts(normalize=True)[1], 4) * 100\n", + "ax = results.sort_values(\"crop_f1\").plot(\n", + " y=[\"accuracy\", \"crop_recall_pa\", \"crop_precision_ua\", \"crop_f1\"], \n", + " xerr=\"std_crop_f1\",\n", + " kind=\"barh\", \n", + " figsize=(6, 14),\n", + " width=0.8,\n", + " title=f\"{country}: {len(gdf)} points (crop proportion: {crop_proportion}%)\",\n", + ");\n", + "\n", + "for c in ax.containers[1::2]:\n", + " ax.bar_label(c)\n", + "\n", + "for border in [\"top\", \"right\", \"bottom\", \"left\"]:\n", + " ax.spines[border].set_visible(False)\n", + "\n", + "ax.legend(bbox_to_anchor=(1, 1), reverse=True);" + ] + }, + { + "cell_type": "markdown", + "id": "27ace5b0", + "metadata": {}, + "source": [ + "## 4. Visualize best available map" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "70fcdc2a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "To view and export map copy and paste the text below the dashed line into GEE\n", + "----------------------------------------------------------------------------------------------------\n", + "var palettes = require('users/gena/packages:palettes');\n", + "var classVis = {palette: palettes.cmocean.Speed[7].slice(0,-2)}\n", + "var aoi = ee.FeatureCollection(\"projects/ee-gmuhawenayo/assets/rois\");\n", + "Map.centerObject(aoi, 7);\n", + "var worldcereal_v100 = ee.ImageCollection(\n", + " ee.ImageCollection(\"ESA/WorldCereal/2021/MODELS/v100\")\n", + " .filter('product == \"temporarycrops\"')\n", + " .select(\"classification\")\n", + " .mosaic()\n", + " ).filterBounds(aoi).mosaic().clip(aoi);\n", + "worldcereal_v100 = worldcereal_v100.eq(100).rename('crop')\n", + "Map.addLayer(worldcereal_v100, classVis, 'Cropland from worldcereal-v100');\n", + "Export.image.toCloudStorage({\n", + " image: worldcereal_v100,\n", + " description: \"GedarefDarfurAlJazirah2022_worldcereal_v100\",\n", + " bucket: 'crop-mask-preds-merged',\n", + " fileNamePrefix: 'GedarefDarfurAlJazirah2022_worldcereal_v100',\n", + " region: aoi,\n", + " scale: 10,\n", + " crs: \"EPSG:4326\",\n", + " maxPixels: 1e10,\n", + " skipEmptyTiles: true\n", + "});\n" + ] + } + ], + "source": [ + "# Run this cell to view and export map\n", + "print(\"To view and export map copy and paste the text below the dashed line into GEE\\n\" + \"-\"*100)\n", + "best_dataset = results[\"crop_f1\"].idxmax()\n", + "\n", + "print(\"var palettes = require('users/gena/packages:palettes');\")\n", + "print(\"var classVis = {palette: palettes.cmocean.Speed[7].slice(0,-2)}\")\n", + "print('''var aoi = ee.FeatureCollection(\"projects/ee-gmuhawenayo/assets/rois\");''')\n", + "\n", + "print(\"Map.centerObject(aoi, 7);\")\n", + "if best_dataset in TARGETS:\n", + " print(TARGETS[best_dataset].ee_script(country, include_prefix=False))\n", + "else:\n", + " image_var_names = [TARGETS[d].title_safe for d in ensemble_maps]\n", + " for i, dataset in enumerate(ensemble_maps):\n", + " print(TARGETS[dataset].ee_script(country, include_prefix=(i == 0), include_export=False))\n", + " print(\"\\n\")\n", + " print(f\"var ensemble = ee.ImageCollection.fromImages([{', '.join(image_var_names)}]).mode()\")\n", + " print(f\"Map.addLayer(ensemble, classVis, 'Cropland from ensemble');\")\n", + " print(f\"\"\"\n", + "Export.image.toCloudStorage({{\n", + " image: ensemble,\n", + " description: \"{country}_ensemble_{'_'.join(image_var_names)}\",\n", + " bucket: 'crop-mask-preds-merged',\n", + " fileNamePrefix: \"{country}_ensemble_{'_'.join(image_var_names)}\",\n", + " region: aoi,\n", + " scale: 10,\n", + " crs: \"EPSG:4326\",\n", + " maxPixels: 1e10,\n", + " skipEmptyTiles: true\n", + "}});\"\"\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2712b2ce", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "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": "3.9.16" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/maps/Sudan/points_processed/points_2022_EastSudan_50subset_v3.csv b/maps/Sudan/points_processed/points_2022_EastSudan_50subset_v3.csv new file mode 100644 index 00000000..5b0c22aa --- /dev/null +++ b/maps/Sudan/points_processed/points_2022_EastSudan_50subset_v3.csv @@ -0,0 +1,547 @@ +longitude,latitude,label,subset +34.41260808,13.32239428,1.0,training +33.04290412,13.29625584,1.0,training +33.96706209,12.61681606,1.0,testing 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+33.29561685,15.23204156,0.0, +32.82433728,15.08351148,1.0, +34.19125598,14.89236876,0.0, +32.99078755,13.77267053,0.0, +33.03594932,14.58591213,1.0, +33.45478961,13.85257289,1.0, +32.94749658,14.28267378,1.0, diff --git a/maps/Sudan/prepare_East_Sudan_points.ipynb b/maps/Sudan/prepare_East_Sudan_points.ipynb new file mode 100644 index 00000000..4a214d9e --- /dev/null +++ b/maps/Sudan/prepare_East_Sudan_points.ipynb @@ -0,0 +1,984 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "4748cbc6", + "metadata": {}, + "source": [ + "# Prepare East Sudan Points\n", + "\n", + "**Author**: Ivan Zvonkov\n", + "\n", + "**Date Modified**: June 19, 2024\n", + "\n", + "**Description**: Processes points re-checked by SatLabel Squad into updated points for East Sudan." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "322cbc97", + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd" + ] + }, + { + "cell_type": "markdown", + "id": "a75f7f5e", + "metadata": {}, + "source": [ + "## 1. Load all relevant files" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "97a27b65", + "metadata": {}, + "outputs": [], + "source": [ + "df2022_set1_rechecked = pd.read_csv(\"points_raw/ceo-Sudan-Feb-2022---Feb-2023-(Set-1)-sample-data-2024-04-29_rechecked2.csv\")\n", + "df2022_set2 = pd.read_csv(\"points_raw/ceo-Sudan-Feb-2022---Feb-2023-(Set-2)-sample-data-2024-05-22.csv\")\n", + "\n", + "df2023_set1_rechecked = pd.read_csv(\"points_raw/ceo-Sudan-Feb-2023---Feb-2024-(Set-1)-sample-data-2024-05-06_rechecked2.csv\")\n", + "df2023_set2 = pd.read_csv(\"points_raw/ceo-Sudan-Feb-2023---Feb-2024-(Set-2)-sample-data-2024-05-22.csv\")" + ] + }, + { + "cell_type": "markdown", + "id": "aefb3f89", + "metadata": {}, + "source": [ + "## Check Lengths of Each CEO set" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "0b8b551b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1197" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "len(df2022_set1_rechecked)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "a15741c2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1207" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "len(df2022_set2)" + ] + }, + { + "cell_type": "markdown", + "id": "9cb9c66e", + "metadata": {}, + "source": [ + "Not that same!\n", + "\n", + "Checking for duplicate plot ids in both" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "64865068", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "453 2\n", + "0 1\n", + "794 1\n", + "801 1\n", + "800 1\n", + " ..\n", + "398 1\n", + "397 1\n", + "396 1\n", + "395 1\n", + "1195 1\n", + "Name: plotid, Length: 1196, dtype: int64" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df2022_set1_rechecked[\"plotid\"].value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "20c0d27c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "176 2\n", + "358 2\n", + "59 2\n", + "454 2\n", + "456 2\n", + " ..\n", + "401 1\n", + "400 1\n", + "399 1\n", + "398 1\n", + "1195 1\n", + "Name: plotid, Length: 1196, dtype: int64" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df2022_set2[\"plotid\"].value_counts() " + ] + }, + { + "cell_type": "markdown", + "id": "dd2149ba", + "metadata": {}, + "source": [ + "Looks like CEO allows duplicate plot ids, presumambly when two people end up labeling a single point in a single set.\n", + "\n", + "Without the duplicates though both sets in 2022 have 1196 points. \n", + "\n", + "Will deal with this later in the notebook." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "528e5202", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1196" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "len(df2023_set1_rechecked)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "82c4750b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1196" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "len(df2023_set2)" + ] + }, + { + "cell_type": "markdown", + "id": "06d29999", + "metadata": {}, + "source": [ + "No duplicate points in 2023 good.\n", + "\n", + "During rechecking we used a new column \"Type of point\"." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "2361f431", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Obvious non-crop 117\n", + "Obvious crop 95\n", + "Probably crop 75\n", + "Probably non-crop 52\n", + "Name: Type of point, dtype: int64" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df2022_set1_rechecked[\"Type of point\"].value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "9b8e8a55", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Obvious crop 161\n", + "Obvious non-crop 143\n", + "Probably non-crop 19\n", + "Probably crop 16\n", + "Name: Type of point, dtype: int64" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df2023_set1_rechecked[\"Type of point\"].value_counts()" + ] + }, + { + "cell_type": "markdown", + "id": "6fcff0f9", + "metadata": {}, + "source": [ + "## 2. Process Points 2022\n", + "\n", + "For each point, is it crop or not?\n", + "\n", + "Pseudocode:\n", + "\n", + "1. RECHECK OVERRIDE: If \"Type of Point\" is available, use it and ignore other set.\n", + "2. If not available, use agreement between sets." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "ecdc89cb", + "metadata": {}, + "outputs": [], + "source": [ + "is_crop_col = \"Does this pixel contain active cropland?\"" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "f4cefb1e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Duplicate plotid: 453\n", + "Disagreement for plotid: 517 skipping.\n", + "Disagreement for plotid: 526 skipping.\n", + "Disagreement for plotid: 527 skipping.\n", + "Disagreement for plotid: 537 skipping.\n", + "Disagreement for plotid: 548 skipping.\n", + "Disagreement for plotid: 551 skipping.\n", + "Disagreement for plotid: 555 skipping.\n", + "Disagreement for plotid: 559 skipping.\n", + "Disagreement for plotid: 560 skipping.\n", + "Disagreement for plotid: 563 skipping.\n", + "Disagreement for plotid: 568 skipping.\n", + "Disagreement for plotid: 569 skipping.\n", + "Disagreement for plotid: 574 skipping.\n", + "Disagreement for plotid: 575 skipping.\n", + "Disagreement for plotid: 601 skipping.\n", + "Disagreement for plotid: 602 skipping.\n", + "Disagreement for plotid: 611 skipping.\n", + "Disagreement for plotid: 634 skipping.\n", + "Disagreement for plotid: 650 skipping.\n", + "Disagreement for plotid: 672 skipping.\n", + "Disagreement for plotid: 683 skipping.\n", + "Disagreement for plotid: 685 skipping.\n", + "Disagreement for plotid: 690 skipping.\n", + "Disagreement for plotid: 804 skipping.\n", + "Disagreement for plotid: 807 skipping.\n", + "Disagreement for plotid: 817 skipping.\n", + "Disagreement for plotid: 819 skipping.\n", + "Disagreement for plotid: 822 skipping.\n", + "Disagreement for plotid: 824 skipping.\n", + "Disagreement for plotid: 825 skipping.\n", + "Disagreement for plotid: 831 skipping.\n", + "Disagreement for plotid: 836 skipping.\n", + "Disagreement for plotid: 837 skipping.\n" + ] + } + ], + "source": [ + "points_2022 = []\n", + "\n", + "for i in range(1196):\n", + " point_2022_set1_rechecked = df2022_set1_rechecked[df2022_set1_rechecked[\"plotid\"] == i]\n", + " \n", + " # Not a duplicate plot id\n", + " if len(point_2022_set1_rechecked) > 1:\n", + " print(f\"Duplicate plotid: {i}\")\n", + " \n", + " point_2022_set1_rechecked = point_2022_set1_rechecked.iloc[0]\n", + " \n", + " # Keep only East Sudan points (east of 32° lon)\n", + " if point_2022_set1_rechecked[\"lon\"] < 32:\n", + " continue\n", + "\n", + " # RECHECK OVERRIDE\n", + " type_of_point = point_2022_set1_rechecked[\"Type of point\"]\n", + " if type(type_of_point) == str:\n", + " if \"non-crop\" in type_of_point:\n", + " label = 0.0\n", + " else:\n", + " label = 1.0\n", + "\n", + " # No recheck use agreement\n", + " else:\n", + " point_2022_set2 = df2022_set2[df2022_set2[\"plotid\"] == i].iloc[0]\n", + " \n", + " # Check agreement\n", + " if point_2022_set1_rechecked[is_crop_col] == point_2022_set2[is_crop_col]:\n", + " if point_2022_set2[is_crop_col] == \"Crop\":\n", + " label = 1.0\n", + " else:\n", + " label = 0.0\n", + " \n", + " \n", + "# # Labelers I trust a bit more set 1:\n", + "# elif point_2022_set1_rechecked[\"email\"] in [\"gmuhawen@asu.edu\"]:\n", + "# if point_2022_set1_rechecked[is_crop_col] == \"Crop\":\n", + "# label = 1.0\n", + "# else:\n", + "# label = 0.0\n", + " \n", + "# # Labelers I trust a bit more set 2\n", + "# elif point_2022_set2[\"email\"] in [\"izvonkov@umd.edu\", \"hkerner@umd.edu\", \"mpurohi3@asu.edu\", \"sbaber@umd.edu\"]:\n", + "# if point_2022_set2[is_crop_col] == \"Crop\":\n", + "# label = 1.0\n", + "# else:\n", + "# label = 0.0\n", + " \n", + " # Disagreement without Gedeon\n", + " else:\n", + " print(f\"Disagreement for plotid: {i} skipping.\")\n", + " continue\n", + " \n", + " lat = point_2022_set1_rechecked[\"lat\"]\n", + " lon = point_2022_set1_rechecked[\"lon\"]\n", + " points_2022.append({\"longitude\": lon, \"latitude\": lat, \"label\": label})" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "ffbd0a0d", + "metadata": {}, + "outputs": [], + "source": [ + "df2022 = pd.DataFrame(points_2022)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "7802a5c0", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1.0 311\n", + "0.0 235\n", + "Name: label, dtype: int64" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df2022[\"label\"].value_counts()" + ] + }, + { + "cell_type": "markdown", + "id": "4cdd2b3a", + "metadata": {}, + "source": [ + "## 4. Process Points 2023" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "40259cfb", + "metadata": {}, + "outputs": [], + "source": [ + "points_2023 = []\n", + "\n", + "for i in range(1196):\n", + " point_2023_set1_rechecked = df2023_set1_rechecked[df2023_set1_rechecked[\"plotid\"] == i]\n", + " \n", + " # Not a duplicate plot id\n", + " if len(point_2023_set1_rechecked) > 1:\n", + " print(f\"Duplicate plotid: {i}\")\n", + " \n", + " point_2023_set1_rechecked = point_2023_set1_rechecked.iloc[0]\n", + " \n", + " # Keep only East Sudan points (east of 32° lon)\n", + " if point_2023_set1_rechecked[\"lon\"] < 32:\n", + " continue\n", + "\n", + " # RECHECK OVERRIDE\n", + " type_of_point = point_2023_set1_rechecked[\"Type of point\"]\n", + " if type(type_of_point) == str:\n", + " if \"non-crop\" in type_of_point:\n", + " label = 0.0\n", + " else:\n", + " label = 1.0\n", + "\n", + " # No recheck use agreement\n", + " else:\n", + " point_2023_set2 = df2023_set2[df2023_set2[\"plotid\"] == i].iloc[0]\n", + " \n", + " # Set 2 not labeled, default to set 1\n", + " if type(point_2023_set2[is_crop_col]) != str:\n", + " if point_2023_set1_rechecked[is_crop_col] == \"Crop\":\n", + " label = 1.0\n", + " else:\n", + " label = 0.0\n", + " \n", + " \n", + " # Check agreement\n", + " elif point_2023_set1_rechecked[is_crop_col] == point_2023_set2[is_crop_col]:\n", + " if point_2023_set2[is_crop_col] == \"Crop\":\n", + " label = 1.0\n", + " else:\n", + " label = 0.0\n", + " \n", + " \n", + " # If disagreement and Gedeon is a labeler give him override:\n", + " elif point_2023_set1_rechecked[\"email\"] == \"gmuhawen@asu.edu\":\n", + " if point_2023_set1_rechecked[is_crop_col] == \"Crop\":\n", + " label = 1.0\n", + " else:\n", + " label = 0.0\n", + " \n", + " # If disagreement and Ivan or Hannah is labeler give him override\n", + " elif point_2023_set2[\"email\"] in [\"izvonkov@umd.edu\", \"hkerner@umd.edu\"]:\n", + " if point_2023_set2[is_crop_col] == \"Crop\":\n", + " label = 1.0\n", + " else:\n", + " label = 0.0\n", + " \n", + " # Disagreement without Gedeon\n", + " else:\n", + " print(f\"Disagreement for plotid: {i} skipping.\")\n", + " continue\n", + " \n", + " lat = point_2023_set1_rechecked[\"lat\"]\n", + " lon = point_2023_set1_rechecked[\"lon\"]\n", + " points_2023.append({\"longitude\": lon, \"latitude\": lat, \"label\": label})" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "8c044668", + "metadata": {}, + "outputs": [], + "source": [ + "df2023 = pd.DataFrame(points_2023)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "d649ac8d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1.0 305\n", + "0.0 274\n", + "Name: label, dtype: int64" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df2023[\"label\"].value_counts()" + ] + }, + { + "cell_type": "markdown", + "id": "60bb2ca3", + "metadata": {}, + "source": [ + "## 5. Split for Training and Area Estimation \n", + "\n", + "Going to try 50/50 split and hope for the best." + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "89bf124f", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "786c6694", + "metadata": {}, + "outputs": [], + "source": [ + "random_float = np.random.rand(len(df2022.index))" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "e10d5020", + "metadata": {}, + "outputs": [], + "source": [ + "subset_col = pd.Series(index=df2022.index, data=\"testing\")\n", + "subset_col[0.5 <= random_float] = \"training\"" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "a4b0c19a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "training 289\n", + "testing 257\n", + "dtype: int64" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "subset_col.value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "e0d414f0", + "metadata": {}, + "outputs": [], + "source": [ + "df2022[\"subset\"] = subset_col" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "5e953daa", + "metadata": {}, + "outputs": [], + "source": [ + "df2023[\"subset\"] = subset_col" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "6eb15e81", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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