diff --git a/methods.py b/methods.py new file mode 100644 index 0000000..9e37d36 --- /dev/null +++ b/methods.py @@ -0,0 +1,68 @@ +import numpy as np +import pandas as pd +import matplotlib.pyplot as plt +import seaborn as sns + +# ask user to input the file path +def get_file_path(): + file_path = input("Please enter the file path: ") + return file_path + +# read the file +def read_file(file_path): + try: + data = pd.read_csv(file_path) + return data + except FileNotFoundError: + print("File not found. Please enter a valid file path.") + return None + except Exception as e: + print("An error occurred. Please try again.") + return None + +# display the columns of the data +def display_columns(data): + print("The columns in the data are: ") + for column in data.columns: + print(column) + + +# pick the graph type to plot: volcano plot, MA plot, PCA plot, heatmap +def pick_graph_type(): + print("Please pick the graph type you would like to plot: ") + print("1. Volcano plot") + print("2. MA plot") + print("3. PCA plot") + print("4. Heatmap") + graph_type = input("Enter the number of the graph type you would like to plot: ") + return graph_type + +# volcano plot +def volcano_plot(data): + x_axis = input("Enter the column name for X axis: ") + y_axis = input("Enter the column name for Y axis: ") + threshold = float(input("Enter the threshold value: ")) + + plt.scatter(x=data[x_axis], y=data[y_axis], s=1, label="Not significant") + + # highlight down- or up- regulated genes + down = data[(data[x_axis] <= -threshold) & (data[y_axis] >= threshold)] + up = data[(data[x_axis] >= threshold) & (data[y_axis] >= threshold)] + + plt.scatter(x=down[x_axis], y=down[y_axis], s=3, label="Down-regulated", color="blue") + plt.scatter(x=up[x_axis], y=up[y_axis], s=3, label="Up-regulated", color="red") + + plt.xlabel(x_axis) + plt.ylabel(y_axis) + plt.axvline(-threshold, color="grey", linestyle="--") + plt.axvline(threshold, color="grey", linestyle="--") + plt.axhline(threshold, color="grey", linestyle="--") + plt.legend() + plt.show() + + + +# main function + +df = pd.read_csv('test.csv') +volcano_plot(df) \ No newline at end of file diff --git a/test.csv b/test.csv new file mode 100644 index 0000000..f9499c1 --- /dev/null +++ b/test.csv @@ -0,0 +1,305 @@ +Name,Obp44a-/-_1,Obp44a-/-_2,Obp44a-/-_3,WT_1,WT_2,WT_3,7A Avg,CS Avg,FC,Log2FC,pval,minuslog10(pval) +13-HODE,6652.666667,8484.666667,4238.666667,2898,2331,2392.666667,6458.666667,2540.555556,2.54222611,1.346092352,0.034409127,1.463326342 +DG(i-14:0/0:0/13:0),2812.666667,2066,2966,1888,1489.333333,1759.333333,2614.888889,1712.222222,1.527190136,0.61087969,0.040297441,1.394722537 +L-Phosphoarginine,1187180,1643805.333,1691681.333,814283.3333,1172822,686245.3333,1507555.555,891116.8889,1.691759604,0.758524579,0.046786776,1.329876879 +LysoPE(0:0/20:0),4179.333333,3395.333333,4147.333333,2556,2978,1854.666667,3907.333333,2462.888889,1.586483804,0.665832793,0.025506115,1.59335569 +MG(22:0/0:0/0:0),54641.33333,55478.66667,55193.33333,41929.33333,34877.33333,37518,55104.44444,38108.22222,1.445998822,0.532066377,0.001202731,2.919831589 +PE(30:2),7172.666667,5867.333333,7421.333333,3868,4305.333333,3879.333333,6820.444444,4017.555555,1.697660269,0.76354778,0.005081089,2.294043181 +PE(32:1),60390.66667,59908,58551.33333,53506,48725.33333,46332,59616.66667,49521.11111,1.203863672,0.267672028,0.0097925,2.009106439 +CerPE(d14:1(4E)/19:0),2326,2342,1912.666667,1562,1463.333333,1296,2193.555556,1440.444444,1.522832459,0.606757227,0.009370126,2.028254584 +3-hydroxyoctanoyl carnitine,4454.666667,3430,4032,6262,5340.666667,5068.666667,3972.222222,5557.111111,0.714799856,-0.484388751,0.027568828,1.559581699 +Ala Val Met,1521,1364,1218.666667,1620,1716,1708.666667,1367.888889,1681.555556,0.813466367,-0.297845396,0.027587362,1.559289827 +"D-Fructose 2,6-bisphosphate",58179.33333,41331.33333,32968,84094,65458.66667,110672,44159.55556,86741.55556,0.509093424,-0.973997663,0.047546807,1.32287864 +"DG(14:0/18:3(6Z,9Z,12Z)/0:0)",9929.333333,7514,10823.33333,17076.66667,14235.33333,15474.66667,9422.222221,15595.55556,0.604160729,-0.726995683,0.008641447,2.063413523 +DG(16:1(9Z)/14:1(9Z)/0:0),9052,6014,7992.666667,15796.66667,12457.33333,13977.33333,7686.222222,14077.11111,0.546008493,-0.873004703,0.008238357,2.084159402 +"DG(16:1(9Z)/20:2(11Z,14Z)/0:0)",12230,10830,10061.33333,20492.66667,21146.66667,14995.33333,11040.44444,18878.22222,0.584824371,-0.773924661,0.018764194,1.726670091 +DG(18:1(11Z)/14:1(9Z)/0:0),18000.66667,13636,16718,24151.33333,20914,20898,16118.22222,21987.77778,0.733053717,-0.448009175,0.02539318,1.5952829 +D-Glutamine,1943217.333,1838880.667,1992750,2157962,2060070.667,2253691.333,1924949.333,2157241.333,0.892319883,-0.164367109,0.032056641,1.494081981 +Docosanoylcarnitine,6847.333333,4134.666667,5428.666667,9590.666667,9526.666667,12784.66667,5470.222222,10634,0.51440871,-0.959013024,0.017826546,1.748932808 +Glycerophosphoglycerol,11898.66667,11515.33333,14493.33333,21414,18837.33333,20660.66667,12635.77778,20304,0.622329481,-0.684249504,0.003157718,2.500626629 +Hydroxyhexanoycarnitine,1695,1097.333333,1658.666667,3460,2327.333333,2700.666667,1483.666667,2829.333333,0.52438737,-0.931295155,0.025070168,1.600842747 +L-Glutamic acid 5-phosphate,1462.666667,1044.666667,905.3333333,2788.666667,2247.333333,3172.666667,1137.555556,2736.222222,0.415739462,-1.266248399,0.007214226,2.141810237 +MG(14:0/0:0/0:0),4512.666667,3862.666667,3314,4908.666667,4973.333333,4899.333333,3896.444444,4927.111111,0.790817247,-0.33858376,0.04121127,1.384984002 +Pantetheine 4'-phosphate,2975.333333,1772,2050.666667,11606.66667,9588,7229.333333,2266,9474.666668,0.239164087,-2.063927327,0.005408829,2.26689673 +"PG(16:0/18:3(9Z,12Z,15Z))",15536,17152,17480.66667,19050,20972.66667,21152.66667,16722.88889,20391.77778,0.820079989,-0.286163461,0.015265698,1.816283341 +"PI(18:0/18:3(9Z,12Z,15Z))",9968.666667,9842,11780.66667,13118,13015.33333,12031.33333,10530.44445,12721.55555,0.827763901,-0.272708762,0.037587671,1.42495458 +"PI(18:1(11Z)/18:3(9Z,12Z,15Z))",7258,8701.333333,9248.666667,10688.66667,11420.66667,10688.66667,8402.666667,10932.66667,0.76858345,-0.379726184,0.016941578,1.771046152 +(±)-Propionylcarnitine,8481.333333,8164.666667,8778.666667,9121.333333,22259.33333,12706,8474.888889,14695.55556,0.576697414,-0.794113541,0.188163349,0.725464966 +"(5Z,8Z)-Tetradecadienoylcarnitine",2064,721.3333333,1963.333333,3048.666667,1620,3736,1582.888889,2801.555556,0.565003569,-0.823668113,0.183243391,0.736971681 +16-Methylheptadecanoic acid,240672,223504.6667,190149.3333,267356.6667,173484,194804,218108.6667,211881.5556,1.029389586,0.041789092,0.855417252,0.067821995 +2-Amino-3-oxoadipate,87388.66667,99030,54404.66667,83009.33333,95387.33333,106974.6667,80274.44445,95123.77779,0.843894621,-0.244865236,0.379645559,0.420621676 +2-Hydroxymyristoylcarnitine,3742.666667,1550,2366,5364,2730,4330.666667,2552.888889,4141.555556,0.61640822,-0.698041994,0.186716986,0.728816171 +2-O-(6-Phospho-alpha-mannosyl)-D-glycerate,67458.66667,83315.33333,224874.6667,118801.3333,88152,176892.6667,125216.2222,127948.6667,0.978644213,-0.031143633,0.963682657,0.016065957 +3-Hydroxy-9Z-octadecenoylcarnitine,1989,892,1270.666667,2690.666667,1756,3168,1383.888889,2538.222222,0.545219751,-0.875090268,0.092709274,1.032876821 +3-Hydroxy-cis-5-tetradecenoylcarnitine,2152.666667,1092.666667,1695.333333,4041.333333,2142.666667,3048,1646.888889,3077.333333,0.535167533,-0.9019375,0.085119916,1.069968815 +3-hydroxydecanoyl carnitine,2244,1713.333333,1883,3978.666667,2203.333333,3358,1946.777778,3180,0.61219427,-0.707938554,0.085696288,1.067037991 +3-hydroxydodecanoyl carnitine,2101.333333,1098,1938,4010,2238,3406.666667,1712.444444,3218.222222,0.532108825,-0.910206765,0.067841819,1.168502513 +3-hydroxyhexadecanoyl carnitine,6360.666667,2456,3450.666667,8532.666667,4541.333333,8027.333333,4089.111111,7033.777778,0.581353469,-0.782512491,0.161419633,0.792043643 +3-Methylguanine,11650.66667,8388.666667,7686.666667,11012,7154.666667,5811,9242,7992.555556,1.156326026,0.209548222,0.562317542,0.250018368 +4-(Glutamylamino) butanoate,9905,7330.666667,10136,11778.66667,7094,8749.333333,9123.888889,9207.333333,0.990937176,-0.0131345,0.961860289,0.016888005 +4-Hydroxyphenylacetylglutamic acid,1622,1561.333333,1549.333333,1668.666667,1362.666667,1728.666667,1577.555555,1586.666667,0.994257703,-0.008308261,0.940934654,0.026440536 +5-Acetylamino-6-formylamino-3-methyluracil,8067,8437.333333,13683.33333,6230,6293.333333,13645,10062.55556,8722.777778,1.153595312,0.206137207,0.683840371,0.165045264 +5'-Methylthioadenosine,6004,6200,6838,7749.333333,5770,5963.333333,6347.333333,6494.222222,0.977381604,-0.033006144,0.839192736,0.076138284 +"6-Chloro-N-(1-methylethyl)-1,3,5-triazine-2,4-diamine",153422.6667,200842,221054.6667,153935.3333,140171.3333,177857.3333,191773.1111,157321.3333,1.218989867,0.285686133,0.206399772,0.685290787 +"7,8-Dihydroneopterin",5584,2396,5282.666667,5971,3432,2822,4420.888889,4075,1.084880709,0.117536416,0.817127246,0.087710308 +8-oxo-dGDP,1535.333333,1253,1385,1268,1296,1169,1391.111111,1244.333333,1.11795696,0.160864648,0.179015333,0.74710977 +Acetylcarnitine,2918939.333,2121689.333,3355421.333,3783402,3379502.667,3576361.333,2798683.333,3579755.333,0.781808552,-0.355112729,0.108708798,0.963735305 +Acetylcholine,57134,49677.33333,71692.66667,70539.33333,52684,64764.66667,59501.33333,62662.66667,0.949549971,-0.074684169,0.723734971,0.140420442 +Adenosine 2'-phosphate,118826,32988.66667,55924,206123.3333,32680.66667,202216.6667,69246.22222,147006.8889,0.471040662,-1.086076492,0.282468712,0.54902965 +"Adenosine 3',5'-diphosphate",236246.6667,82448.66667,118547.3333,237173.3333,99749.33333,480485.3333,145747.5556,272469.3333,0.534913613,-0.902622175,0.352704286,0.452589263 +Ala His Ser,3423.333333,8762,2192.666667,1918.666667,1422.666667,1813.333333,4792.666667,1718.222222,2.789317124,1.479911967,0.202997143,0.692510074 +"alpha-D-Glucose 1,6-bisphosphate",372090,321281.3333,241900.6667,425618,395299.3333,566546,311757.3333,462487.7778,0.674087724,-0.568991743,0.081079009,1.091091568 +aminocaproic acid,11331,4444,11666.66667,14586,9153.333333,9205,9147.222222,10981.44444,0.832970769,-0.263662226,0.569582423,0.244443422 +Aminofructose 6-phosphate,12663.33333,11740,14710,12387,10792,15512.66667,13037.77778,12897.22222,1.010898126,0.015637616,0.935851414,0.028793099 +Arg Asn Val Arg,15245.33333,13623.33333,18900.66667,16752,15351.33333,22216,15923.11111,18106.44444,0.879416782,-0.185381031,0.450205166,0.346589526 +Arg Glu Gln,2053.333333,1577.333333,1974.666667,1781.333333,1571,1854.666667,1868.444444,1735.666667,1.076499584,0.106347762,0.478622543,0.32000685 +Arg Thr Gln,3744,4158,4000.666667,3304,3830,4120.666667,3967.555556,3751.555556,1.057576117,0.080761502,0.465012174,0.332535677 +Asn Arg Thr,2418,2532,2793.333333,2659,2271.333333,2233.333333,2581.111111,2387.888889,1.080917593,0.11225654,0.332966106,0.477599973 +Asp Asp Asp,49486,38600.66667,64044,38638.66667,34626,41894.66667,50710.22222,38386.44445,1.321045045,0.40167966,0.183123874,0.737255033 +Asp Ile Ser Glu,10118,7249.333333,9726,12931.33333,10787.33333,12511.33333,9031.111111,12076.66666,0.747814887,-0.419246904,0.051983386,1.284135436 +Aspartylglycosamine,6108,5296,5580,7236,5912,6398.666667,5661.333333,6515.555556,0.868894952,-0.202746326,0.133029317,0.876052639 +beta-N-Acetylglucosamine,4347,2772.666667,5728.666667,4546,2836,3257.333333,4282.777778,3546.444444,1.207625791,0.272173474,0.501119704,0.300058521 +CDP,8165.333333,2733.333333,1341,4030.666667,3088.666667,7542,4079.888889,4887.111111,0.8348263,-0.260452043,0.761492314,0.118334476 +CDP-ethanolamine,109209.3333,91926,94221.33333,83656.66667,89160,96943.33333,98452.22221,89920,1.094886813,0.130781735,0.268778202,0.570605956 +Cer(d18:0/18:1(11Z)),77644,123254,86774,129347.3333,113712,98070,95890.66667,113709.7778,0.843293062,-0.24589401,0.343592035,0.463956912 +Cer(d18:1/12:0),8965.333333,11062.66667,8898,6682.666667,10204,12193.33333,9642.000001,9693.333332,0.994704264,-0.007660433,0.978140045,0.009598961 +Cer(d18:1/14:0),139284.6667,148370,104714.6667,114694.6667,122697.3333,144298.6667,130789.7778,127230.2222,1.02797728,0.039808379,0.834535672,0.078555095 +Cer(d18:1/16:0),284413.3333,315025.3333,227298.6667,283726.6667,258184.6667,264832,275579.1111,268914.4445,1.024783595,0.035319286,0.815994986,0.08831251 +Cer(d18:1/18:0),40522,65140,47240.66667,67654,68190.66667,57741.33333,50967.55556,64528.66667,0.789843618,-0.340361054,0.169166304,0.771686139 +Cer(d18:1/18:1(9Z)),2018.666667,2966,1978,2572,2878.666667,2309.333333,2320.888889,2586.666667,0.897250859,-0.156416695,0.503855153,0.297694295 +Cer(d20:1/18:0),3302,5920.666667,3724,5168.666667,5550,4218,4315.555556,4978.888889,0.86677081,-0.206277526,0.503424877,0.298065327 +Choline,6098.666667,3817.333333,5502,6417,4596,6431.333333,5139.333333,5814.777778,0.883840024,-0.17814283,0.501541239,0.299693352 +Citrulline,313418,188764,198276.6667,122953.3333,100534,143415.3333,233486.2222,122300.8889,1.909113044,0.932902531,0.056882667,1.245020048 +CMP-2-aminoethylphosphonate,1936.666667,1870,2378.666667,2204.666667,2026,2788,2061.777778,2339.555556,0.881268997,-0.182345643,0.377351316,0.423254131 +Cyclohexaneundecanoic acid,4308.666667,4224.666667,4429.333333,4243.333333,4050.666667,3922.666667,4320.888889,4072.222222,1.06106412,0.085511841,0.087634384,1.057325463 +Cytidine,12657,5072,3504,9262.666667,4121,10274.66667,7077.666667,7886.111111,0.89748503,-0.15604022,0.824155687,0.08399074 +D-Asparagine,139858.6667,99435.33333,140345.3333,166586,148434.6667,207157.3333,126546.4444,174059.3333,0.727030502,-0.459912203,0.097190259,1.012377263 +Decanoyl-L-carnitine,6867.333333,2116,3414,9744,4046,10684.66667,4132.444444,8158.222223,0.506537372,-0.981259381,0.184320979,0.734425231 +Deoxyadenosine triphosphate,3824,3694,2964,2102.666667,2358,4217.333333,3494,2892.666667,1.207882,0.272479523,0.449521164,0.347249856 +DG(13:0/13:0/0:0),6962.666667,4868,5337.333333,5024,4960,6250,5722.666667,5411.333333,1.057533572,0.080703463,0.703372205,0.152814798 +DG(14:0/0:0/14:1n5),35236.66667,19544,35897.33333,29653.33333,23104.66667,29353.33333,30226,27370.44444,1.104329894,0.143171209,0.645787182,0.189910579 +DG(14:0/0:0/22:1n9),5850,7224,5567,5614,15268.66667,8710.666667,6213.666667,9864.444444,0.629905384,-0.666792952,0.275367839,0.560086784 +DG(14:1(9Z)/14:1(9Z)/0:0),40127.33333,22028.66667,44711.33333,32600.66667,29220.66667,34863.33333,35622.44444,32228.22222,1.10531832,0.14446191,0.65826134,0.18160165 +DG(15:0/0:0/14:1n5),2496.666667,1424,2532,1942,1535.333333,1535,2150.888889,1670.777778,1.287357851,0.364413139,0.283670982,0.547185088 +DG(15:0/a-17:0/0:0),1807.333333,1221,1144,1911,2215.333333,1373,1390.777778,1833.111111,0.758698024,-0.398402315,0.243062375,0.614282263 +DG(16:1(9Z)/18:1(11Z)/0:0),24141.33333,22295.33333,18706.66667,31310.66667,29276,23862.66667,21714.44444,28149.77778,0.771389551,-0.374468491,0.078332911,1.106055736 +DG(16:1n7/0:0/20:3n9),2241.333333,2155.333333,1156.666667,1256.666667,1606.666667,1021.333333,1851.111111,1294.888889,1.429552085,0.515563185,0.224425372,0.648928046 +DG(17:0/0:0/i-19:0),12822,7351.333333,23881.33333,15804.66667,11437,7168.666667,14684.88889,11470.11111,1.280274336,0.356452983,0.587895701,0.230699716 +DG(18:1n7/0:0/18:3n3),16985.33333,11395.33333,14797.33333,23950.66667,27775.33333,16787.33333,14392.66666,22837.77778,0.630213097,-0.666088358,0.079307252,1.100687099 +"DG(18:3(9Z,12Z,15Z)/14:1(9Z)/0:0)",2656,2946,6111.333333,8197.333333,5904.666667,7572,3904.444444,7224.666667,0.540432469,-0.887813741,0.063176966,1.199441237 +DG(22:0/0:0/16:1n7),18288,19566.66667,8234,7572.666667,58610.66667,16922.66667,15362.88889,27702,0.554576886,-0.850540607,0.485970232,0.313390332 +DG(22:0/18:1(11Z)/0:0),159791.3333,156673.3333,66642.66667,63362.66667,387030.6667,143856.6667,127702.4444,198083.3334,0.644690506,-0.633321357,0.528024436,0.277345979 +"DG(22:5(7Z,10Z,13Z,16Z,19Z)/14:0/0:0)",4664.666667,4214.666667,5333,7158.666667,9151.333333,5489.333333,4737.444444,7266.444444,0.651961834,-0.617140584,0.084407203,1.073620489 +DG(8:0/0:0/10:0),23160,19338.66667,21142.66667,30346,17748.66667,21522,21213.77778,23205.55556,0.914168063,-0.129468676,0.635812951,0.19667063 +DG(8:0/10:0/0:0),585473.3333,811771.3333,667944.6667,646650.6667,699430,581094.6667,688396.4444,642391.7778,1.071614657,0.099786218,0.570095691,0.244052242 +DG(8:0/14:0/0:0),8127.333333,7227.333333,7748.666667,8022.666667,6082.666667,6604.666667,7701.111111,6903.333334,1.11556414,0.157773464,0.277754521,0.556338863 +DG(i-12:0/0:0/12:0),2505.333333,2178,2752.666667,2136,2005.333333,2796.666667,2478.666667,2312.666667,1.071778611,0.10000693,0.604989278,0.218252322 +D-Glyceraldehyde 3-phosphate,4484,4248.666667,4281,5308.666667,5238.666667,8023,4337.888889,6190.111111,0.700777225,-0.512972206,0.114261598,0.942099707 +DL-Glycerol 1-phosphate,147417.3333,102918,154948,156541.3333,118442,188670.6667,135094.4444,154551.3333,0.874107273,-0.194117753,0.495721045,0.304762643 +D-Lysine,1202275,1321085,1378098,1291774,1243295.333,1380140.667,1300486,1305070,0.996487545,-0.005076322,0.947544946,0.02340018 +D-Proline,4541659.333,3476418,4958952,4433374.667,3587751.333,4476685.333,4325676.444,4165937.111,1.038344154,0.054284697,0.777233503,0.109448487 +D-Ribose 5-phosphate,10293.33333,6646,12664,11985.33333,9334,9004,9867.777777,10107.77778,0.976255909,-0.03466872,0.909748043,0.04107887 +FAHFA(16:0/7-O-18:0),3886,5810,3980.666667,3778,5516,6220,4558.888889,5171.333333,0.881569335,-0.181854053,0.557600156,0.253677114 +Flumiclorac-pentyl,3753.333333,2418,4744.666667,3955.333333,2612,1850.666667,3638.666667,2806,1.29674507,0.374894885,0.413196618,0.383843242 +Galactose 1-phosphate,311662.6667,306336.6667,376680.6667,306716.6667,280044,335050.6667,331560,307270.4444,1.079049437,0.109760964,0.429025266,0.36751713 +Galactosylceramide (d18:1/14:0),6506,9554,9177.333333,9800,15484.66667,13798.66667,8412.444444,13027.77778,0.645731343,-0.630994039,0.076026371,1.119035739 +Gamma-glutamyl-L-putrescine,1362,1238.666667,1723,2013.333333,1988.666667,1556.666667,1441.222222,1852.888889,0.777824418,-0.362483569,0.118419414,0.926577094 +gamma-Linolenic acid,11018,9708.666667,6486,3901,7955.333333,6292.666667,9070.888889,6049.666667,1.499403089,0.58438828,0.16639334,0.778864061 +Gartanin,4697.333333,3782,5593.333333,4335,3870,5141.333333,4690.888889,4448.777778,1.054421939,0.076452293,0.724981949,0.139672807 +GDP-glucose,6228,6148,6276.666667,6044.666667,4668,7746,6217.555556,6152.888889,1.010509968,0.015083553,0.945625094,0.024281011 +GlcCer(d18:1/16:0),22594.66667,23134,16998,23712.66667,26588,22662.66667,20908.88889,24321.11111,0.85970122,-0.218092742,0.209768422,0.678259888 +GlcCer(d18:1/9Z-18:1),13629.33333,14634.66667,16404.66667,13260,16916,17662,14889.55556,15946,0.933748624,-0.098893883,0.541237911,0.266611791 +Gln Thr Ala,2351,3885.333333,4871.333333,3625.333333,2571.333333,4213.333333,3702.555556,3470,1.067018892,0.09358572,0.803892122,0.094802228 +Glu Ala Arg,8792,10042,8480.666667,10068.66667,10834,10738,9104.888889,10546.88889,0.863277217,-0.21210418,0.054181502,1.266148959 +Glu Val Asp,15119.33333,14634.66667,12382,15639.33333,29319.33333,10827.33333,14045.33333,18595.33333,0.755314954,-0.404849745,0.462304589,0.335071795 +Glu Val Glu,23542,20721.33333,18616,25558.66667,31914,13991.33333,20959.77778,23821.33333,0.879874249,-0.184630745,0.626495379,0.203082128 +Glutamylcysteine,30650.66667,31164.66667,35107.33333,38531.33333,34083.33333,41671.33333,32307.55556,38095.33333,0.848071213,-0.237742681,0.09111179,1.040425422 +Glutamylglutamic acid,35424,43048,46498,44326,42427.33333,39330,41656.66667,42027.77778,0.991169861,-0.012795775,0.922447666,0.035058264 +Gly Glu Arg,19462,16140,17602,17681.33333,15490.66667,16884.66667,17734.66667,16685.55556,1.062875408,0.087972491,0.41506022,0.381888888 +Guanosine,1758,1430,1531.333333,1789.333333,960,1454.666667,1573.111111,1401.333333,1.122581668,0.166820405,0.544440872,0.264049279 +Hexaethylene glycol,38068,60521.33333,51875.33333,61665.33333,18340.66667,38096.66667,50154.88889,39367.55556,1.274015828,0.349383201,0.487664645,0.311878729 +His Phe Tyr Asp,3658,2806,2910.666667,3641.333333,3379.333333,4138.666667,3124.888889,3719.777778,0.840074079,-0.251411543,0.16314682,0.787421386 +Homocitric acid,52403,25947,48682.66667,39040,24094.66667,30234,42344.22222,31122.88889,1.360549221,0.44418915,0.295726633,0.529109561 +Homocitrulline,1400,1674.666667,820,905,1674,1736.666667,1298.222222,1438.555556,0.902448444,-0.148083581,0.721890431,0.141528715 +Ile Pro Pro,13067,13096.66667,13699.33333,12369.33333,13694,11826.66667,13287.66667,12630,1.052071787,0.073233148,0.328598131,0.483334912 +Imidazoleacetic acid riboside,4117,4143.333333,2580.666667,4215.333333,3322,6301.333333,3613.666667,4612.888889,0.783384719,-0.352207108,0.383896891,0.415785405 +Imidazoleacetic acid ribotide,2806,2421.333333,3347.333333,2782.666667,3082.666667,3100.666667,2858.222222,2988.666667,0.956353632,-0.064383911,0.673770824,0.171487799 +Indoleacetic acid,18622,10814,15465.33333,23008,16955.33333,25289.33333,14967.11111,21750.88889,0.688114917,-0.539278575,0.114045076,0.942923462 +Inositol cyclic phosphate,43854.66667,44384.66667,33902,43366.66667,49462,68976.66667,40713.77778,53935.11111,0.754865929,-0.405707663,0.192412374,0.715767001 +LacCer(d18:1/12:0),1903,844,1004,1073.333333,1121,1357.333333,1250.333333,1183.888889,1.056123885,0.078779076,0.855039995,0.068013571 +L-Asparagine,3977,2414,1812,2750.666667,2217.333333,3134,2734.333333,2700.666667,1.012466058,0.017873543,0.963831596,0.015998841 +L-Aspartic Acid,54941.33333,67758.66667,53105,68146.66667,72934.66667,72998,58601.66667,71359.77778,0.821214254,-0.284169426,0.059184273,1.227793683 +L-Carnitine,3158680.667,2210859.333,2995818,3487194,3055682.667,3350567.333,2788452.667,3297814.667,0.845545596,-0.242045542,0.185671261,0.731255314 +L-Glutamate,2958,1618.666667,3036,4246.666667,1926,3238.666667,2537.555556,3137.111111,0.808882907,-0.30599722,0.502368877,0.298977274 +L-Glutamic acid,3557533.333,2465462,2556575.333,2865092.667,2923211.333,2794332.667,2859856.889,2860878.889,0.999642767,-0.00051547,0.997821255,0.000947249 +L-hydroxy Arginine,48704,54462,64826,70341,49290.66667,90693.33333,55997.33333,70108.33333,0.798725782,-0.324227813,0.333793196,0.47652252 +Linoleic acid,101094,114258,62046.66667,21730,88744.66667,93360,92466.22222,67944.88889,1.360900338,0.444561418,0.429925348,0.366606948 +L-Norleucine,243460.6667,251891.3333,344518.6667,302200,263163.3333,311834,279956.8889,292399.1111,0.957447811,-0.062734245,0.744533076,0.128116004 +LPC 2:0,14804,13838.66667,21425.33333,19410.66667,14557.33333,15330,16689.33333,16432.66667,1.015619295,0.022359709,0.931853229,0.030652485 +L-Targinine,1830,1824,2534.666667,1924.666667,2090.666667,2696.666667,2062.888889,2237.333333,0.922030195,-0.117114098,0.627762827,0.202204405 +L-TYROSINE,811592,854004,1541320.667,1105350,847261.3333,848547.3333,1068972.222,933719.5555,1.14485363,0.195163161,0.619359682,0.208057069 +"LysoPA(22:2(13Z,16Z)/0:0)",6554,3926.666667,6068.666667,4437.333333,4147.333333,3987.333333,5516.444445,4190.666666,1.316364408,0.396558924,0.180308829,0.743983008 +LysoPC(0:0/16:0),267615.3333,187984,237452.6667,231019.3333,213910,248924,231017.3333,231284.4444,0.998845097,-0.001667136,0.992087277,0.00345012 +LysoPC(14:0/0:0),67312.66667,36311.33333,54152,49400.66667,40139.33333,51185.33333,52592,46908.44444,1.121162738,0.164995702,0.586174362,0.231973181 +LysoPC(14:1(9Z)/0:0),10324.66667,8648.666667,18033.33333,10609.33333,7238,13006.66667,12335.55556,10284.66667,1.199412286,0.262327656,0.572297226,0.242378359 +LysoPC(16:1(9Z)/0:0),375596.6667,245761.3333,346444.6667,296731.3333,256029.3333,365453.3333,322600.8889,306071.3333,1.054005566,0.075882486,0.760570289,0.118860644 +LysoPC(18:1(9Z)/0:0),233313.3333,160107.3333,213871.3333,201694,188932,263556,202430.6666,218060.6667,0.928322699,-0.1073017,0.64867485,0.18797294 +"LysoPC(18:2(9Z,12Z)/0:0)",77935.33333,58566,86811.33333,65031.33333,58876.66667,87591.33333,74437.55555,70499.77778,1.05585518,0.07841197,0.760629012,0.118827113 +"LysoPC(18:3(6Z,9Z,12Z)/0:0)",66003,51147,67840,77325,81915.33333,73395,61663.33333,77545.11111,0.795193049,-0.330622949,0.052765789,1.277647565 +LysoPE(0:0/14:1(9Z)),4972,2722.666667,3575.333333,2391.333333,2276,2475,3756.666667,2380.777778,1.577915714,0.658020144,0.10477019,0.97976227 +LysoPE(0:0/16:0),50447.33333,82512,80842.66667,71574,82699.33333,81252,71267.33333,78508.44444,0.907766468,-0.139606897,0.545995385,0.262811028 +LysoPE(0:0/18:1(11Z)),4190,3861.333333,4086,4534,3911.333333,3318,4045.777778,3921.111111,1.031793709,0.045154556,0.7493618,0.125308449 +"LysoPE(0:0/18:2(9Z,12Z))",153964,188310,207276.6667,144016.6667,166670,147636.6667,183183.5556,152774.4445,1.199045797,0.261886763,0.15017971,0.823388737 +LysoPE(14:0/0:0),21905.33333,19321.33333,26520.66667,16460.66667,17290.66667,17617.33333,22582.44444,17122.88889,1.31884547,0.399275533,0.062716454,1.202618503 +LysoPE(14:1(9Z)/0:0),2804.666667,1754,3396.666667,1706.666667,1799.333333,2022.666667,2651.777778,1842.888889,1.438924394,0.52499079,0.173704515,0.760188892 +LysoPE(16:0/0:0),167442,234460,230033.3333,195892.6667,208106,203733.3333,210645.1111,202577.3333,1.039825669,0.056341675,0.731623578,0.135712307 +LysoPE(16:1(9Z)/0:0),139934,104648,130744,112039.3333,102082,115524.6667,125108.6667,109882,1.138572893,0.187226658,0.249444565,0.603025955 +LysoPE(18:0/0:0),25604,37925.33333,34962.66667,31752.66667,37304,31843.33333,32830.66667,33633.33333,0.976134787,-0.034847723,0.855788048,0.067633783 +LysoPE(18:1(11Z)/0:0),148355.3333,181324,220318,169606.6667,166097.3333,153670,183332.4444,163124.6667,1.123879351,0.168487169,0.397540978,0.400618099 +LysoPI(16:0/0:0),4396,2194,2401.333333,1757,1649,2052.666667,2997.111111,1819.555556,1.647166585,0.719986469,0.173635929,0.760360405 +LysoPS(16:0/0:0),8635.333333,14438.66667,9515.333333,10462.66667,11462,13449.33333,10863.11111,11791.33333,0.921279282,-0.118289525,0.667884146,0.175298865 +LysoPS(18:1(9Z)/0:0),7206.666667,7740,6882,5648,7278,7670,7276.222222,6865.333333,1.059849809,0.083859835,0.57159715,0.242909945 +"LysoPS(18:2(9Z,12Z)/0:0)",16562.66667,23926,17651.33333,14460,17991.33333,17699.33333,19380,16716.88889,1.159306623,0.213262193,0.356699284,0.447697763 +Methylmalonic acid,4654,3166.666667,4956,5567.333333,4579.333333,5288.666667,4258.888889,5145.111111,0.827754503,-0.272725142,0.230023233,0.638228297 +MG(0:0/18:0/0:0),13870440,13331676,13713909.33,13872294.67,11587012,12393196.67,13638675.11,12617501.11,1.080933141,0.112277291,0.21192262,0.673822685 +MG(0:0/18:1(11Z)/0:0),4218,3379.333333,3894,4317.333333,2858.666667,3325.333333,3830.444444,3500.444444,1.094273743,0.129973687,0.541134843,0.266694501 +MG(0:0/20:0/0:0),114509.3333,104600.6667,104247.3333,106792,84112,84760,107785.7778,91888,1.173012556,0.230218456,0.123810682,0.907241885 +MG(0:0/i-18:0/0:0),4319.333333,3541.333333,3704,4166,3564,3320.666667,3854.888889,3683.555556,1.046513031,0.065590276,0.64582063,0.189888086 +MG(16:0/0:0/0:0),1291832,1515002,1271080,1270150.667,1134134,1099475.333,1359304.667,1167920,1.163867959,0.218927394,0.111056688,0.954455281 +MG(18:0/0:0/0:0),225880,184353.3333,234037.3333,235520.6667,167672,177726,214756.8889,193639.5556,1.109054853,0.149330722,0.464557851,0.332960196 +MG(18:1(11Z)/0:0/0:0),85368.66667,41178,82066,101948,54586,52862.66667,69537.55556,69798.88889,0.99625591,-0.005411718,0.990867827,0.003984273 +MG(22:1(13Z)/0:0/0:0),79606,61950,64482.66667,65436.66667,73594.66667,62156,68679.55556,67062.44444,1.024113513,0.034375633,0.815127783,0.088774304 +"MG(22:2(13Z,16Z)/0:0/0:0)",130832,72522,104654.6667,140187.3333,147391.3333,175962,102669.5556,154513.5555,0.664469568,-0.589724967,0.061299514,1.212542971 +MG(24:1(15Z)/0:0/0:0),245284,181863.3333,177286.6667,197019.3333,179272,141050.6667,201478,172447.3333,1.168345118,0.224466495,0.350075071,0.455838814 +MG(i-24:0/0:0/0:0),2812.666667,2313.333333,3862.666667,3495,2261.333333,3126,2996.222222,2960.777778,1.011971329,0.017168416,0.954585617,0.020185113 +Muramic acid,1610.666667,1248.666667,1272,2086.666667,1626,2706.666667,1377.111111,2139.777778,0.643576695,-0.635816009,0.084610699,1.072574717 +myo-Inositol 1-phosphate,66118.66667,38262,81403.33333,66573,53365.33333,75012.66667,61928,64983.66667,0.952977928,-0.069485295,0.839178372,0.076145718 +N2-Acetylornithine,3398.666667,4856,2701.333333,1141,1156.666667,5764,3652,2687.222222,1.359024189,0.442571134,0.593187152,0.226808264 +N-a-Acetyl-L-arginine,31341.33333,27530.66667,45791.33333,26384,18970,19110.66667,34887.77778,21488.22222,1.62357674,0.699175576,0.092128982,1.035603725 +N-Acetyl-a-neuraminic acid,1694.666667,1374.666667,1358.666667,1476.666667,1298,1811.333333,1476,1528.666667,0.965547318,-0.050581133,0.791150505,0.10174089 +N-Acetyl-b-glucosaminylamine,2244,1330,1660,2066,1647.333333,2394,1744.666667,2035.777778,0.857002511,-0.222628664,0.444641282,0.351990218 +N-Acetyl-D-mannosamine 6-phosphate,17602,16530,20766,19406,16515.33333,29068,18299.33333,21663.11111,0.844723237,-0.243449358,0.447991385,0.348730337 +N-Acetyl-L-glutamic acid,205618,240303.3333,223470.6667,219561.3333,210248,203122,223130.6667,210977.1111,1.057606038,0.080802319,0.334588949,0.475488407 +N-Acetylneuraminate 9-phosphate,198517.3333,92696,101642.6667,183634.6667,99170.66667,355428,130952,212744.4445,0.615536638,-0.700083364,0.378412593,0.422034419 +N-Acetylneuraminic acid,8486,43164,4568,22969.33333,50138.66667,4984.666667,18739.33333,26030.88889,0.719888338,-0.474154948,0.705577659,0.151455179 +N-Acetylneuraminic acid 9-phosphate,1415.333333,1015.333333,2204,1675.333333,1528,2160,1544.888889,1787.777778,0.864139217,-0.210664339,0.574631093,0.240610878 +NAD,98933.33333,89455.33333,94106,111232,84183.33333,113740,94164.88889,103051.7778,0.913762876,-0.130108264,0.41794045,0.378885594 +Octadecanamide,1690.666667,1473.333333,896,900,3108.666667,2264.666667,1353.333333,2091.111111,0.647183847,-0.627752495,0.342559086,0.465264508 +Octanoyl-L-Carnitine,143652.6667,3456,3786.666667,131109.3333,4639.333333,10132,50298.44446,48626.88888,1.034375129,0.048759492,0.979882092,0.008826179 +Octopamine (p-Hydroxyphenylethanolamine),55147.33333,72738.66667,44236,29630,41612,50294.66667,57374,40512.22222,1.416214585,0.50203988,0.174925536,0.757146787 +Octopine,18241,29203,68342,67652.66667,30013,75661.33333,38595.33333,57775.66667,0.668020562,-0.582035584,0.406973432,0.390433942 +Oleamide,36052,47773.33333,32711.33333,32917.33333,104451.3333,51194.66667,38845.55556,62854.44444,0.618024006,-0.694265217,0.335257746,0.474621179 +O-Phosphoethanolamine,1018475.333,879946,1005528.667,1133148.667,1078118.667,1320428,967983.3333,1177231.778,0.822253826,-0.282344279,0.070901451,1.149344879 +PA(10:0/a-15:0),9649.333333,3234,3270.666667,3562.666667,3985.333333,2426.666667,5384.666667,3324.888889,1.61950274,0.695550909,0.39873622,0.399314312 +PA(14:1(9Z)/14:0),2834,1932.666667,2381.333333,2462.666667,2059.333333,2560,2382.666667,2360.666667,1.009319401,0.013382791,0.945420533,0.02437497 +PA(15:0/14:1(9Z)),1033.333333,1077.333333,1528,1448,1004.666667,1374.666667,1212.888889,1275.777778,0.950705452,-0.072929661,0.778791269,0.108578926 +"PA(15:0/20:2(11Z,14Z))",307572,171742.6667,270940,219224,185162,232249.3333,250084.8889,212211.7778,1.178468469,0.236913159,0.427523789,0.369039714 +"PA(15:0/22:2(13Z,16Z))",333983.3333,193313.3333,218959.3333,206610,199824,252456,248752,219630,1.132595729,0.179632995,0.563529859,0.249083067 +PA(16:0/14:1(9Z)),5171.333333,4676,4910.666667,5146.666667,4472.666667,4497.333333,4919.333333,4705.555556,1.045430933,0.064097752,0.461891876,0.335459676 +"PA(18:0/20:2(11Z,14Z))",32809.33333,22642.66667,25268,19632.66667,20512,15033.33333,26906.66667,18392.66667,1.462901881,0.548833009,0.071169378,1.147706831 +"PA(18:2(9Z,12Z)/16:0)",103585.3333,125404.6667,112604,107527,105290.6667,87550,113864.6667,100122.5556,1.1372529,0.185553114,0.199255103,0.700590547 +"PA(18:3(9Z,12Z,15Z)/22:0)",23584.66667,13856.66667,18476.66667,11990.66667,13304.66667,7946,18639.33334,11080.44445,1.682182825,0.75033451,0.079943435,1.097217194 +"PA(20:2(11Z,14Z)/15:0)",131576.6667,66787.33333,104055.3333,74091.33333,61710.66667,96748.66667,100806.4444,77516.88889,1.300444921,0.379005297,0.337515606,0.471706141 +"PA(22:2(13Z,16Z)/15:0)",1017832,681555.3333,767238.6667,733632.6667,711434.6667,830730.6667,822208.6667,758599.3334,1.083851027,0.116166475,0.585310768,0.232613486 +PA(8:0/i-13:0),1246,987,1429,1590.666667,1300.666667,1574,1220.666667,1488.444444,0.820095551,-0.286136084,0.167427525,0.776173143 +"PA(i-12:0/18:2(9Z,11Z))",8008,5475.333333,8223.333333,5008,5448,5944.666667,7235.555555,5466.888889,1.323523434,0.404383739,0.12778297,0.893527022 +Palmitic amide,30644.66667,31115.33333,19296.66667,18518.66667,55201.33333,44202,27018.88889,39307.33333,0.687375271,-0.540830145,0.346757074,0.45997467 +PC(14:1(9Z)/14:1(9Z)),5654.666667,5047.333333,10316.66667,4847.333333,5332.666667,6122.666667,7006.222223,5434.222222,1.289277828,0.366563185,0.408826339,0.388461132 +PC(16:1(9Z)/14:0),4009.333333,4132.666667,7232,4836,3683.333333,4692.666667,5124.666667,4404,1.163639116,0.218643699,0.553245623,0.257082014 +PC(16:1(9Z)/18:1(11Z)),560121.3333,316244.6667,364553.3333,354874.6667,366133.3333,388355.3333,413639.7778,369787.7778,1.118586937,0.161677388,0.591107905,0.228333232 +PC(18:1(11Z)/16:0),496357.3333,378338,343024,369906.6667,371897.3333,414744.6667,405906.4444,385516.2222,1.052890698,0.074355676,0.696438471,0.157117247 +PC(18:1(9Z)/P-18:0),933.3333333,1647.333333,1060.666667,1165.333333,1158.666667,1424.666667,1213.777778,1249.555556,0.971367597,-0.041910733,0.887158635,0.051998716 +"PC(20:5(5Z,8Z,11Z,14Z,17Z)/16:1(9Z))",4500.666667,3630.666667,5241.333333,6036.666667,5527.333333,4798,4457.555556,5454,0.817300249,-0.291061922,0.165444383,0.781347972 +PC(O-16:0/20:0),1964,1687.333333,1576.666667,2046,1581,1299,1742.666667,1642,1.061307349,0.085842513,0.703763348,0.152573355 +PE(14:0/14:0),3141.333333,2851.333333,3257,3427.333333,3568,2165,3083.222222,3053.444444,1.009752192,0.014001278,0.951712119,0.0214944 +PE(14:0/16:0),14224,14109.33333,16679.33333,12363.33333,13094,12724.66667,15004.22222,12727.33333,1.178897561,0.237438362,0.05792803,1.237111242 +PE(15:0/14:0),9270,6244.666667,10718.66667,9148,7514.666667,9736,8744.444446,8799.555556,0.993737058,-0.009063929,0.972005027,0.012331489 +PE(15:0/14:1(9Z)),2649.333333,1742.666667,3563.333333,2041.333333,1518,2356.666667,2651.777778,1972,1.344714897,0.427300329,0.306010298,0.514263958 +"PE(15:0/18:2(9Z,12Z))",23953,21274,39712,25943.33333,17667.33333,26982,28313,23530.88889,1.203226964,0.266908803,0.500408796,0.300675065 +"PE(15:0/22:2(13Z,16Z))",1597010,988433.3333,1141028,1132358.667,1114617.333,1094068,1242157.111,1113681.333,1.115361346,0.157511179,0.521664444,0.282608763 +PE(16:1(9Z)/14:0),59095.33333,41276,44551.33333,34206.66667,33308,33776,48307.55555,33763.55556,1.43076032,0.516782013,0.056808813,1.245584285 +PE(18:1(9Z)/14:1(9Z)),29837.33333,22857.33333,24838,22993.33333,20408.66667,18385.33333,25844.22222,20595.77778,1.254831087,0.327493176,0.100599147,0.997405702 +PE(18:1(9Z)/15:0),146767,95004,151114,114263.3333,100836,128489.3333,130961.6667,114529.5556,1.143474853,0.193424638,0.45138249,0.345455292 +"PE(18:2(9Z,12Z)/P-16:0)",3074,4729.333333,2867.333333,3813.333333,3496.666667,4432,3556.888889,3914,0.908760575,-0.138027848,0.612022891,0.213232334 +PE(20:0/15:0),1002917.333,584992.6667,724852,775168,733828.6667,666097.3333,770920.6666,725031.3333,1.063292897,0.088539059,0.735873959,0.133196565 +"PE(20:2(11Z,14Z)/15:0)",2972.666667,2154,2212,2661.333333,2216,2254.666667,2446.222222,2377.333333,1.028977379,0.041211266,0.829509329,0.081178725 +PE(22:1(13Z)/14:1(9Z)),118920.6667,133203.3333,120124.6667,128116,130710,110916.6667,124082.8889,123247.5556,1.006777687,0.009745148,0.918971037,0.036698176 +"PE(DiMe(9,3)/MonoMe(13,5))",1978.666667,3864.666667,3042,3294,2302,4624.666667,2961.777778,3406.888889,0.869349684,-0.201991497,0.634533028,0.197545767 +PE-NMe(14:0/16:0),29515.33333,21522,33628.66667,28103.33333,23169.33333,32280.66667,28222,27851.11111,1.013316844,0.019085346,0.937206559,0.028164681 +PE-NMe(14:0/16:1(9Z)),29110.66667,22048.66667,40155.33333,29296,21362,30366.66667,30438.22222,27008.22222,1.126998363,0.172485419,0.597289333,0.223815241 +PE-NMe(14:1(9Z)/14:0),3545.333333,3206,7362,4508,3969.333333,4483.333333,4704.444444,4320.222222,1.088935754,0.12291884,0.789149692,0.102840609 +PE-NMe(14:1(9Z)/16:1(9Z)),4783.333333,5080,7541.333333,3774,3501.333333,4890.666667,5801.555556,4055.333333,1.430598937,0.516619275,0.146814412,0.83323131 +PE-NMe(15:0/14:1(9Z)),1141,2157,1931.333333,1407.333333,1050.666667,1435.333333,1743.111111,1297.777778,1.343150685,0.425621166,0.250870866,0.600549771 +PE-NMe(15:0/15:0),2386.666667,2344,4827.333333,2826,2009.333333,2892.666667,3186,2576,1.236801242,0.306613673,0.521175636,0.283015895 +PE-NMe(16:1(9Z)/16:0),3989.333333,3868.666667,6025.333333,3698.666667,3440.666667,4752.666667,4627.777778,3964,1.167451508,0.223362626,0.456759138,0.340312755 +PE-NMe(20:1(11Z)/14:1(9Z)),907033.3333,486712.6667,661669.3333,614881.3333,550855.3333,576845.3333,685138.4444,580860.6666,1.179522877,0.2382034,0.44537124,0.351277831 +PE-NMe(22:0/14:0),208310,121226,140264.6667,153630,155078.6667,168444,156600.2222,159050.8889,0.984591934,-0.022402175,0.931663755,0.0307408 +"PE-NMe(22:2(13Z,16Z)/16:0)",179283.3333,123844.6667,133130,138191.3333,130964,144032,145419.3333,137729.1111,1.055835852,0.07838556,0.683949777,0.164975788 +"PE-NMe(22:5(7Z,10Z,13Z,16Z,19Z)/16:1(9Z))",5069.333333,3462,5234.666667,5089.333333,5048.666667,5296.666667,4588.666667,5144.888889,0.89188839,-0.165064911,0.384812816,0.414750473 +PE-NMe2(14:0/14:1(9Z)),26499.33333,22118.66667,28611,21548,22719.33333,16233,25743,20166.77778,1.276505364,0.3521996,0.113808482,0.943825371 +PE-NMe2(14:0/18:1(11Z)),257952.6667,318855.3333,272548,318592.6667,286670,262682,283118.6667,289314.8889,0.97858312,-0.031233697,0.812657852,0.090092264 +PE-NMe2(16:0/18:1(11Z)),2014,2229.333333,2838,2898.666667,2393,2220,2360.444444,2503.888889,0.942711338,-0.085112016,0.677077785,0.169361435 +PE-NMe2(16:1(9Z)/16:0),83516.66667,116568,110564.6667,124812.6667,111101.3333,96630,103549.7778,110848,0.934160091,-0.098258283,0.605040733,0.218215387 +PE-NMe2(18:1(9Z)/16:1(9Z)),42633.33333,25606.66667,35669.33333,22772,23360,16962.66667,34636.44444,21031.55556,1.646879821,0.71973528,0.063692022,1.195914961 +PE-NMe2(20:0/15:0),502446.6667,313052,362081.3333,393779.3333,375332.6667,387386,392526.6667,385499.3333,1.018229171,0.026062303,0.907843224,0.041989144 +PG(16:0/16:1(9Z)),2136.666667,2156.666667,1948,1880,1842,2245,2080.444444,1989,1.045975085,0.064848487,0.561597383,0.250574925 +"PG(16:1(9Z)/18:3(6Z,9Z,12Z))",9203.333333,10362,7537.333333,7736.666667,8118,7987.333333,9034.222222,7947.333333,1.136761457,0.184929545,0.259243674,0.586291833 +"PG(16:1(9Z)/22:6(4Z,7Z,10Z,13Z,16Z,19Z))",2283.333333,3347.333333,3928,3238.666667,2452,3470.666667,3186.222222,3053.777778,1.043370688,0.061251809,0.828185136,0.081872569 +PG(i-12:0/a-15:0),6544,4269.333333,5884.666667,4474.666667,4580,3914.666667,5566,4323.111111,1.287498715,0.364570992,0.15337274,0.814251823 +PG(i-12:0/a-17:0),20788,14624.66667,22138.66667,17232.66667,15264.66667,14274.66667,19183.77778,15590.66667,1.230465521,0.299204232,0.219539349,0.658487629 +Phe Gly Ile,2812,5208.666667,8760,3369.333333,2303,6010,5593.555556,3894.111111,1.436413958,0.522471578,0.453547235,0.343377476 +Phenylacetylglycine,1750.666667,1181,2095,1782,2019,1623,1675.555556,1808,0.926745329,-0.109755156,0.671876991,0.172710232 +Phosphorylcholine; LC-tDDA; CE20,13286.66667,8668.666667,14140.66667,14826.66667,12566.66667,13117.33333,12032,13503.55556,0.891024586,-0.166462854,0.46656783,0.331085209 +"PI(16:0/16:2(9Z,12Z))",2497.333333,2574,2558,2190.666667,2260,2585.333333,2543.111111,2345.333333,1.084328217,0.116801514,0.1856021,0.731417114 +PI(16:0/18:0),892,1341.333333,1185.333333,1222,1414.666667,1272.666667,1139.555556,1303.111111,0.874488404,-0.193488842,0.318841672,0.496424922 +"PI(16:2(9Z,12Z)/18:0)",1432,1076,1226.666667,1359.333333,1176.666667,1274,1244.888889,1270,0.980227472,-0.028811515,0.839050666,0.076211814 +PI(18:1(11Z)/16:1(9Z)),8376.666667,10225.33333,9806,9756.666667,10093.33333,9181.333333,9469.333332,9677.11111,0.978528946,-0.031313567,0.754254843,0.122481892 +Pimelylcarnitine,2123,954.6666667,1904.666667,2670.666667,2123.333333,3592.666667,1660.777778,2795.555556,0.594077901,-0.751275971,0.11219047,0.950044032 +Pivaloylcarnitine,3888,1845.333333,3090,3026,2958,2578,2941.111111,2854,1.030522464,0.043375953,0.893430913,0.048939025 +PS(14:0/18:0),2697.333333,3664.666667,3003.333333,2810.666667,3176.666667,2743,3121.777778,2910.111111,1.072734909,0.101293606,0.539210917,0.268241323 +PS(14:0/18:1(11Z)),2660,3492,3622,3641.333333,3826.666667,4254,3258,3907.333333,0.833816755,-0.262197733,0.138615083,0.858189512 +PS(14:1(9Z)/18:1(9Z)),4034,3934.666667,4336,3320.666667,3584.666667,4019.333333,4101.555556,3641.555556,1.126319644,0.171616315,0.123952004,0.906746449 +PS(16:0/16:0),9558.666667,11262,11170.66667,9968.666667,11488,10729.33333,10663.77778,10728.66667,0.993951822,-0.008752171,0.931184062,0.030964466 +PS(16:1(9Z)/20:1(11Z)),28833.33333,32572,29956,32841.33333,33716,34726,30453.77778,33761.11111,0.902037189,-0.14874118,0.055243822,1.257716287 +PS(18:1(11Z)/18:1(9Z)),11700,21286.66667,13726,15150.66667,14794.66667,16159.33333,15570.88889,15368.22222,1.013187385,0.01890102,0.948448591,0.022986204 +PS(18:1(9Z)/14:0),2201,2257.333333,1773.333333,1530,1805.333333,1682.666667,2077.222222,1672.666667,1.241862628,0.312505595,0.078712121,1.103958388 +PS(18:1(9Z)/16:0),6930,9052,6472,7340,8054.666667,7906.666667,7484.666667,7767.111111,0.963635843,-0.053440038,0.749037427,0.125496482 +"PS(18:2(9Z,12Z)/16:0)",6707.333333,10912,9290.666667,8678,10662,12249.33333,8970,10529.77778,0.85186983,-0.231295099,0.385350006,0.41414463 +"PS(18:3(6Z,9Z,12Z)/16:0)",4416.666667,7347.333333,6350,6568,8176,11116,6038,8620,0.700464037,-0.513617112,0.178696279,0.747884492 +"PS(18:4(6Z,9Z,12Z,15Z)/22:2(13Z,16Z))",2360,2174,2671.333333,2701.333333,1542.666667,1859.333333,2401.777778,2034.444444,1.180557073,0.239467789,0.382714411,0.417125184 +PS(20:0/14:0),12093,18938,11724.66667,12387.33333,14399.33333,13696,14251.88889,13494.22222,1.056147487,0.078811316,0.76971624,0.11366935 +Pseudouridine,23497.33333,5137.333333,10903,30931.33333,10330,28184,13179.22222,23148.44444,0.569335113,-0.812650017,0.302547303,0.519206714 +S-(2-Methylpropionyl)-dihydrolipoamide-E,1550.666667,1724,1654,1639,1766,2162.666667,1642.888889,1855.888889,0.885230198,-0.175875428,0.267641399,0.572446708 +"Sedoheptulose 1,7-bisphosphate",18472,15465.33333,12595.33333,25571.33333,16668,36760.66667,15510.88889,26333.33333,0.589021097,-0.763608787,0.148421664,0.828502704 +Sedoheptulose 1-phosphate,17456,22200,33218.66667,19680.66667,21301.33333,26456,24291.55556,22479.33333,1.080617258,0.111855628,0.740097992,0.130710774 +Ser Ser Val,10297,9775.333333,11981,12618,12433.33333,14850,10684.44444,13300.44444,0.803314843,-0.315962561,0.062787363,1.202127759 +Ser Thr Leu,4933.333333,6566,8778,6939.333333,6040.666667,7375.333333,6759.111111,6785.111111,0.99616808,-0.00553891,0.98349462,0.007228011 +S-Glutaryldihydrolipoamide,888.6666667,956,1330,1057.333333,1149.333333,1034.666667,1058.222222,1080.444444,0.979432332,-0.029982273,0.882961956,0.054058008 +"SM(d17:2(4E,8Z)/16:0)",3400.666667,4873.333333,3557.333333,5320,4826.666667,4549.333333,3943.777778,4898.666667,0.805071675,-0.312810864,0.13933997,0.855924287 +SM(d18:1/15:0),23704.66667,36068.66667,24097.33333,31173.33333,32145.33333,27367.33333,27956.88889,30228.66666,0.924846908,-0.112713522,0.626120056,0.203342384 +sn-glycero-3-Phosphoethanolamine,899211.3333,575559.3333,688349.3333,1146993.333,802004,1163714,721040,1037570.444,0.694931129,-0.525058089,0.104590355,0.980508361 +Stearaldehyde,24598,23445.33333,14208,8569.333333,105205.3333,6625.333333,20750.44444,40133.33333,0.517037652,-0.951658749,0.585308404,0.23261524 +Taurine,546612,480426.6667,580535.3333,594326.6667,549429.3333,747392.6667,535858,630382.8889,0.850051626,-0.234377631,0.22965562,0.638922922 +TG(14:0/14:1(9Z)/16:1(9Z)),1196,1751.333333,2132,2673.333333,2120,1662.666667,1693.111111,2152,0.786761669,-0.346001424,0.314227124,0.50275633 +TG(14:0/14:1(9Z)/18:1(9Z)),1091.333333,1593.333333,1684,2090.666667,1755.333333,1560,1456.222222,1802,0.808114441,-0.307368481,0.224351547,0.649070932 +TG(14:0/14:1(9Z)/20:2n6),710,1274,1328,1996.666667,1542.666667,1002,1104,1513.777778,0.729301233,-0.455413262,0.305307792,0.515262111 +TG(14:1(9Z)/14:0/14:1(9Z)),942.6666667,1714.666667,2757.333333,2540,2039.333333,1723.333333,1804.888889,2100.888889,0.859107256,-0.219089837,0.635009053,0.197220083 +TG(14:1(9Z)/14:0/20:3n6),760.6666667,1233.333333,1282,1685.333333,1504,988.6666667,1092,1392.666667,0.784107228,-0.350877135,0.32281112,0.491051514 +TG(14:1(9Z)/14:1(9Z)/18:1(9Z)),1242,2042.666667,2294,2819.333333,2320,1506.666667,1859.555556,2215.333333,0.839402147,-0.252565942,0.513592742,0.289381123 +"TG(14:1(9Z)/14:1(9Z)/18:2(9Z,12Z))",919,1146.666667,1671.333333,1772.666667,1138.666667,1096,1245.666667,1335.777778,0.932540343,-0.100761956,0.787221482,0.103903063 +"TG(16:0/20:3(5Z,8Z,11Z)/14:1(9Z))",786,1072,1122,1664,1582.666667,821.3333333,993.3333333,1356,0.732546706,-0.449007349,0.276483098,0.558331413 +TG(8:0/10:0/10:0),1208,1936,3698.666667,1965.333333,1070.666667,2367.333333,2280.888889,1801.111111,1.266378779,0.340708985,0.595405613,0.225187075 +TG(8:0/13:0/i-12:0),2604.666667,3488,2021,2392.666667,2737,3290,2704.555556,2806.555556,0.963656518,-0.053409085,0.848355481,0.07142213 +TG(8:0/8:0/8:0),1637.333333,3623.333333,26598.66667,1904,1377,67782,10619.77778,23687.66667,0.448325195,-1.157382517,0.607168403,0.216690837 +Thr Thr Glu,5836.666667,9418.666667,4363.333333,2692.666667,3730,8940,6539.555556,5120.888889,1.277035237,0.352798334,0.593209188,0.226792131 +Threonic acid,8518.666667,12359,27684,15426,10526.66667,23903.33333,16187.22222,16618.66667,0.974038564,-0.037949202,0.954062331,0.020423251 +trans-2-Dodecenoylcarnitine,6899.333333,2760.666667,4334,10692,5846.666667,14031.33333,4664.666667,10190,0.457769055,-1.127308155,0.10679333,0.97145587 +Traumatic acid,2798,3479,3720.666667,4804,3600,3605.333333,3332.555556,4003.111111,0.832491396,-0.264492734,0.240159521,0.619500191 +UDP-D-galacturonic acid,3647.333333,3289,1807.333333,1910.666667,2408,3282,2914.555556,2533.555556,1.150381545,0.202112437,0.610856828,0.214060567 +UDP-N-acetyl-D-mannosamine,162077.3333,108898.6667,125510.6667,130358.6667,119662.6667,135976.6667,132162.2222,128666,1.027172852,0.038678978,0.841798224,0.074791995 +Uridine diphosphate glucose,57182.66667,41539.33333,41880,46106.66667,49815.33333,48922.66667,46867.33333,48281.55556,0.970708851,-0.042889448,0.802000134,0.095825559 +Uridine diphosphate-N-acetylgalactosamine,65016.66667,44378,51019.33333,46362,46894,56454,53471.33333,49903.33333,1.07149823,0.099629467,0.632849925,0.198699267 +Val Asn Ser,2667.333333,3287,2586.666667,3146.666667,3406.666667,2498,2847,3017.111111,0.943617883,-0.083725334,0.651651577,0.185984549 +Val Glu,2998,1611.333333,2564.666667,2340,1296.666667,1782,2391.333333,1806.222222,1.323941929,0.404839844,0.314007359,0.503060174 +Val Lys Glu,55546.66667,39692,55424,54572,50306.66667,62636,50220.88889,55838.22222,0.899399854,-0.152965446,0.428747421,0.36779848 +Xanthine,4765,7717.333333,53729,10305.33333,3050,11260,22070.44444,8205.111111,2.689841021,1.427520907,0.436712847,0.359804032 diff --git a/test_dataset.csv b/test_dataset.csv new file mode 100644 index 0000000..a2ca6c6 --- /dev/null +++ b/test_dataset.csv @@ -0,0 +1,19025 @@ +GeneNames,value1,value2,log2FC,p-value +LOC_Os09g01000.1,8862,32767,-1.88653936,1.25E-55 +LOC_Os12g42876.1,1099,117,3.231610951,1.05E-55 +LOC_Os12g42884.2,797,88,3.179004295,2.59E-54 +LOC_Os03g16920.1,274,7,5.290677161,4.69E-54 +LOC_Os05g47540.4,308,18,4.096861539,2.19E-54 +LOC_Os09g00999.1,339,1213,-1.839222372,1.95E-54 +LOC_Os01g62900.1,193,4,5.592457037,1.56E-54 +LOC_Os09g27030.2,504,162,1.637429921,1.36E-54 +LOC_Os01g51410.2,225,22,3.354349573,6.76E-54 +LOC_Os12g33946.1,343,79,2.118284018,1.03E-53 +LOC_Os06g50300.1,377,99,1.929064093,1.71E-53 +LOC_Os04g37619.2,200,14,3.836501268,9.62E-53 +LOC_Os08g39140.3,239,32,2.900866808,9.89E-51 +LOC_Os09g31130.1,136,0,NA,2.47E-48 +LOC_Os03g03720.1,196,666,-1.764668523,5.45E-41 +LOC_Os01g62290.1,186,24,2.95419631,1.45E-40 +LOC_Os02g02400.3,94,443,-2.236574037,1.85E-40 +LOC_Os08g09200.1,296,84,1.817135943,6.83E-40 +LOC_Os01g50030.1,168,22,2.932885804,2.26E-36 +LOC_Os09g29840.2,205,42,2.287162677,2.36E-35 +LOC_Os05g47540.1,114,4,4.832890014,9.23E-35 +LOC_Os02g02410.1,164,23,2.833990049,1.71E-34 +LOC_Os12g19381.1,65,329,-2.339575961,1.80E-32 +LOC_Os03g60080.1,120,11,3.447458977,6.22E-30 +LOC_Os06g40940.3,148,25,2.565597176,8.86E-29 +LOC_Os12g17600.1,75,329,-2.133125083,2.30E-28 +LOC_Os11g05050.1,515,291,0.823553279,6.32E-28 +LOC_Os05g39250.1,84,2,5.392317423,4.53E-27 +LOC_Os02g33710.1,170,41,2.051838932,1.25E-26 +LOC_Os03g17870.1,109,11,3.308752706,1.39E-26 +LOC_Os03g51600.1,36,224,-2.637429921,2.13E-26 +LOC_Os05g33960.1,94,6,3.969626351,6.46E-26 +LOC_Os04g38600.3,39,228,-2.547487795,1.19E-25 +LOC_Os08g41390.2,95,7,3.762500686,1.80E-25 +LOC_Os01g57960.1,167,493,-1.561739544,8.18E-25 +LOC_Os01g22010.2,119,18,2.724892762,1.06E-24 +LOC_Os05g02530.1,161,41,1.973364873,3.12E-24 +LOC_Os12g23200.1,63,276,-2.131244533,5.82E-24 +LOC_Os04g47220.1,118,19,2.634715536,9.47E-24 +LOC_Os09g26880.3,111,17,2.706953025,6.99E-23 +LOC_Os11g26850.2,158,44,1.84434913,2.42E-22 +LOC_Os04g32950.2,190,64,1.569855608,2.52E-22 +LOC_Os01g52250.4,501,315,0.669458775,1.05E-21 +LOC_Os01g31690.1,211,542,-1.361049853,6.94E-21 +LOC_Os07g14270.3,160,49,1.707218251,7.15E-21 +LOC_Os05g38530.1,88,10,3.137503524,1.18E-20 +LOC_Os02g51080.1,27,170,-2.654503434,1.42E-20 +LOC_Os02g27030.1,302,153,0.981016897,1.41E-20 +LOC_Os12g08770.1,37,194,-2.390459477,2.85E-20 +LOC_Os02g39360.1,158,49,1.689070904,3.26E-20 +LOC_Os07g34570.1,505,330,0.613817363,4.84E-20 +LOC_Os01g55540.2,110,345,-1.649092838,1.41E-19 +LOC_Os03g05310.1,71,5,3.827819025,1.72E-19 +LOC_Os04g28420.1,53,0,NA,2.82E-19 +LOC_Os03g16020.1,67,4,4.06608919,3.39E-19 +LOC_Os08g32870.1,138,41,1.750972452,1.17E-18 +LOC_Os10g30580.1,178,68,1.38827059,1.92E-18 +LOC_Os02g52390.1,264,133,0.989111684,2.63E-18 +LOC_Os03g49440.1,50,0,NA,3.17E-18 +LOC_Os01g49370.1,67,249,-1.893912742,4.48E-18 +LOC_Os11g13890.2,178,457,-1.360316924,8.49E-18 +LOC_Os01g33960.1,25,150,-2.584962501,1.57E-17 +LOC_Os08g38086.4,99,21,2.237039197,1.72E-17 +LOC_Os02g44870.1,85,14,2.602036014,3.14E-17 +LOC_Os03g46770.1,1074,913,0.234307228,4.60E-17 +LOC_Os01g08860.2,61,4,3.930737338,4.93E-17 +LOC_Os05g39990.1,0,63,NA,7.05E-17 +LOC_Os02g32504.1,65,6,3.437405312,1.11E-16 +LOC_Os03g57340.1,75,11,2.769387072,3.06E-16 +LOC_Os12g44360.2,126,40,1.655351829,3.41E-16 +LOC_Os01g20850.1,44,0,NA,3.99E-16 +LOC_Os08g31510.1,104,27,1.945552216,6.24E-16 +LOC_Os09g36220.1,124,40,1.632268215,9.46E-16 +LOC_Os05g44340.1,53,3,4.142957954,1.39E-15 +LOC_Os02g54130.3,89,20,2.153805336,2.78E-15 +LOC_Os05g46040.1,49,2,4.614709844,2.86E-15 +LOC_Os06g43660.3,119,328,-1.462734241,4.25E-15 +LOC_Os01g64660.2,17,115,-2.75802721,5.13E-15 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large collection of high-level mathematical functions to operate on these arrays. \n", + "- [pandas](https://pandas.pydata.org/) is a fast, powerful, flexible and easy to use open source data analysis and data manipulation library built on top of the Python programming language. \n", + "- [matplotlib](https://matplotlib.org/) is a plotting library for the Python programming language and its numerical mathematics extension NumPy.\n", + "- [seaborn](https://seaborn.pydata.org/) is a Python data visualization library based on matplotlib. It provides a high-level interface for drawing attractive and informative statistical graphics. \n", + "- [scipy](https://www.scipy.org/) is a free and open-source Python library used for scientific and technical computing. It is a collection of mathematical algorithms and convenience functions built on the NumPy extension of Python. \n", + "- [scikit-learn](https://scikit-learn.org/stable/) is a free software machine learning library for the Python programming language. It features various classification, regression and clustering algorithms including support vector machines, random forests, gradient boosting, k-means and DBSCAN, and is designed to interoperate with the Python numerical and scientific libraries NumPy and SciPy. " + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "# import libraries\n", + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "import dash_bio\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Visualizations\n", + "Full instructions can be found [here](https://hemtools.readthedocs.io/en/latest/content/Bioinformatics_Core_Competencies/Volcanoplot.html)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "##### Basic Plots" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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NameObp44a-/-_1Obp44a-/-_2Obp44a-/-_3WT_1WT_2WT_37A AvgCS AvgFCLog2FCpvalminuslog10(pval)
013-HODE6.652667e+038.484667e+034.238667e+032898.000002.331000e+032392.6666676.458667e+032540.5555562.5422261.3460920.0344091.463326
1DG(i-14:0/0:0/13:0)2.812667e+032.066000e+032.966000e+031888.000001.489333e+031759.3333332.614889e+031712.2222221.5271900.6108800.0402971.394723
2L-Phosphoarginine1.187180e+061.643805e+061.691681e+06814283.333301.172822e+06686245.3333001.507556e+06891116.8889001.6917600.7585250.0467871.329877
3LysoPE(0:0/20:0)4.179333e+033.395333e+034.147333e+032556.000002.978000e+031854.6666673.907333e+032462.8888891.5864840.6658330.0255061.593356
4MG(22:0/0:0/0:0)5.464133e+045.547867e+045.519333e+0441929.333333.487733e+0437518.0000005.510444e+0438108.2222201.4459990.5320660.0012032.919832
\n", + "
" + ], + "text/plain": [ + " Name Obp44a-/-_1 Obp44a-/-_2 Obp44a-/-_3 \\\n", + "0 13-HODE 6.652667e+03 8.484667e+03 4.238667e+03 \n", + "1 DG(i-14:0/0:0/13:0) 2.812667e+03 2.066000e+03 2.966000e+03 \n", + "2 L-Phosphoarginine 1.187180e+06 1.643805e+06 1.691681e+06 \n", + "3 LysoPE(0:0/20:0) 4.179333e+03 3.395333e+03 4.147333e+03 \n", + "4 MG(22:0/0:0/0:0) 5.464133e+04 5.547867e+04 5.519333e+04 \n", + "\n", + " WT_1 WT_2 WT_3 7A Avg CS Avg \\\n", + "0 2898.00000 2.331000e+03 2392.666667 6.458667e+03 2540.555556 \n", + "1 1888.00000 1.489333e+03 1759.333333 2.614889e+03 1712.222222 \n", + "2 814283.33330 1.172822e+06 686245.333300 1.507556e+06 891116.888900 \n", + "3 2556.00000 2.978000e+03 1854.666667 3.907333e+03 2462.888889 \n", + "4 41929.33333 3.487733e+04 37518.000000 5.510444e+04 38108.222220 \n", + "\n", + " FC Log2FC pval minuslog10(pval) \n", + "0 2.542226 1.346092 0.034409 1.463326 \n", + "1 1.527190 0.610880 0.040297 1.394723 \n", + "2 1.691760 0.758525 0.046787 1.329877 \n", + "3 1.586484 0.665833 0.025506 1.593356 \n", + "4 1.445999 0.532066 0.001203 2.919832 " + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# load sample data as a pandas dataframe\n", + "df = pd.read_csv('test.csv') # pandas method to read csv file\n", + "\n", + "# clean null values\n", + "df = df.dropna()\n", + "\n", + "# preview the data (first 5 rows)\n", + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Scatter plot\n", + "plt.figure(figsize=(10, 6))\n", + "sns.scatterplot(x='Obp44a-/-_1', y='WT_1', data=df)\n", + "plt.title('Scatter plot of Obp44a-/-_1 and WT_1')\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "c:\\Users\\heyeh\\anaconda3\\Lib\\site-packages\\seaborn\\categorical.py:641: FutureWarning:\n", + "\n", + "The default of observed=False is deprecated and will be changed to True in a future version of pandas. Pass observed=False to retain current behavior or observed=True to adopt the future default and silence this warning.\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Barplot of pval<0.01, 0.01 0.05\n", + "# create a new column to categorize p-values\n", + "df['pval_category'] = pd.cut(df['pval'], bins=[-np.inf, 0.01, 0.05, np.inf], labels=['pval<0.01', '0.010.05'])\n", + "\n", + "# count the number of p-values in each category\n", + "pval_count = df['pval_category'].value_counts().reset_index()\n", + "pval_count.columns = ['pval_category', 'count']\n", + "\n", + "# plot the barplot\n", + "plt.figure(figsize=(10, 6))\n", + "sns.barplot(x='pval_category', y='count', data=pval_count)\n", + "plt.title('Barplot of p-values')\n", + "plt.show()\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "c:\\Users\\heyeh\\anaconda3\\Lib\\site-packages\\seaborn\\categorical.py:641: FutureWarning:\n", + "\n", + "The default of observed=False is deprecated and will be changed to True in a future version of pandas. Pass observed=False to retain current behavior or observed=True to adopt the future default and silence this warning.\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "# Violinplot\n", + "plt.figure(figsize=(10, 6))\n", + "sns.violinplot(x='pval_category', y='WT_1', data=df)\n", + "plt.title('Violin plot of p-values')\n", + "plt.show()\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "##### MA Plot" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# MA plot\n", + "\n", + "A = (df['WT_1']+df['WT_2'])/2\n", + "M = df['WT_1']-df['WT_2']\n", + "plt.scatter(x=A,y=M,s=1) # s is point size" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "##### Volcano Plot" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Volcano Plot\n", + "\n", + "plt.scatter(x=df['Log2FC'],y=df['minuslog10(pval)'],s=1, label=\"Not significant\")\n", + "\n", + "# highlight down- or up- regulated genes\n", + "down = df[(df['Log2FC']<=-0.5)&(df['minuslog10(pval)']>=0.5)]\n", + "up = df[(df['Log2FC']>=0.5)&(df['minuslog10(pval)']>=0.5)]\n", + "\n", + "plt.scatter(x=down['Log2FC'],y=down['minuslog10(pval)'],s=3,label=\"Down-regulated\",color=\"blue\")\n", + "plt.scatter(x=up['Log2FC'],y=up['minuslog10(pval)'],s=3,label=\"Up-regulated\",color=\"red\")\n", + "\n", + "plt.xlabel(\"logFC\")\n", + "plt.ylabel(\"-logFDR\")\n", + "plt.axvline(-0.5,color=\"grey\",linestyle=\"--\")\n", + "plt.axvline(0.5,color=\"grey\",linestyle=\"--\")\n", + "plt.axhline(0.5,color=\"grey\",linestyle=\"--\")\n", + "plt.legend()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.scatter(x=df['Log2FC'],y=df['minuslog10(pval)'],s=1, label=\"Not significant\")\n", + "\n", + "# highlight down- or up- regulated genes\n", + "down = df[(df['Log2FC']<=-0.5)&(df['minuslog10(pval)']>=0.5)]\n", + "up = df[(df['Log2FC']>=0.5)&(df['minuslog10(pval)']>=0.5)]\n", + "\n", + "plt.scatter(x=down['Log2FC'],y=down['minuslog10(pval)'],s=3,label=\"Down-regulated\",color=\"blue\")\n", + "plt.scatter(x=up['Log2FC'],y=up['minuslog10(pval)'],s=3,label=\"Up-regulated\",color=\"red\")\n", + "\n", + "from adjustText import adjust_text\n", + "# Create a dictionary to store the mapping of numbers to names\n", + "up_name_mapping = {i: name for i, name in enumerate(up['Name'], 1)}\n", + "down_name_mapping = {i: name for i, name in enumerate(down['Name'], len(up['Name']) + 1)}\n", + "\n", + "# Adjust text for up-regulated genes with numbered labels\n", + "texts = []\n", + "for i, (index, r) in enumerate(up.iterrows(), 1):\n", + " texts.append(plt.text(x=r['Log2FC'], y=r['minuslog10(pval)'], s=str(i)))\n", + "adjust_text(texts, arrowprops=dict(arrowstyle=\"-\", color='black', lw=0.5))\n", + "\n", + "# Adjust text for down-regulated genes with numbered labels\n", + "texts = []\n", + "for i, (index, r) in enumerate(down.iterrows(), len(up['Name']) + 1):\n", + " texts.append(plt.text(x=r['Log2FC'], y=r['minuslog10(pval)'], s=str(i)))\n", + "adjust_text(texts, arrowprops=dict(arrowstyle=\"-\", color='black', lw=0.5))\n", + "\n", + "plt.xlabel(\"logFC\")\n", + "plt.ylabel(\"-logFDR\")\n", + "plt.axvline(-0.5,color=\"grey\",linestyle=\"--\")\n", + "plt.axvline(0.5,color=\"grey\",linestyle=\"--\")\n", + "plt.axhline(0.5,color=\"grey\",linestyle=\"--\")\n", + "plt.legend()\n", + "\n", + "handles = []\n", + "for i, name in up_name_mapping.items():\n", + " handles.append(plt.Line2D([0], [0], marker='o', color='w', markerfacecolor='red', markersize=5, label=f\"{i}: {name}\"))\n", + "\n", + "for i, name in down_name_mapping.items():\n", + " handles.append(plt.Line2D([0], [0], marker='o', color='w', markerfacecolor='blue', markersize=5, label=f\"{i}: {name}\"))\n", + "\n", + "plt.legend(handles=handles, title=\"Number to Name Mapping\", bbox_to_anchor=(1.05, 1), loc='upper left')\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Heat Map\n", + "# create a heatmap of the top 10 differentially expressed genes\n", + "top_10_genes = df.sort_values('minuslog10(pval)').head(10)\n", + "top_10_genes = top_10_genes.set_index('Name')\n", + "top_10_genes = top_10_genes.drop(['pval', 'pval_category', '7A Avg','CS Avg','FC','Log2FC','pval','minuslog10(pval)'], axis=1)\n", + "\n", + "plt.figure(figsize=(10, 6))\n", + "sns.heatmap(top_10_genes, cmap='coolwarm')\n", + "plt.title('Heatmap of the top 10 differentially expressed genes')\n", + "plt.show()\n", + "\n" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "base", + "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": "3.11.7" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/volcano_plot.py b/volcano_plot.py new file mode 100644 index 0000000..df4a59c --- /dev/null +++ b/volcano_plot.py @@ -0,0 +1,12 @@ + +# volcano plot + + +# user input +x = input('x:') +y = input('y:') +name = input('name:') +fc_threshold_lower = float(input('fc_threshold_lower:')) +fc_threshold_upper = float(input('fc_threshold_upper:')) +sig_threshold = float(input('sig_threshold:')) +