Hi!

I'm using venn3 to plot 3 sets of names and the following exception appeared:

/home/isentis/anaconda3/lib/python3.5/site-packages/matplotlib_venn/_venn3.py in venn3(subsets, set_labels, set_colors, alpha, normalize_to, ax)
    344     areas = compute_venn3_areas(subsets, normalize_to)
    345     centers, radii = solve_venn3_circles(areas)
--> 346     regions = compute_venn3_regions(centers, radii)
    347     colors = compute_venn3_colors(set_colors)
    348 

/home/isentis/anaconda3/lib/python3.5/site-packages/matplotlib_venn/_venn3.py in compute_venn3_regions(centers, radii)
    198     aB, _ = B.subtract_and_intersect_circle(A.center, A.radius)
    199     aBc, aBC = aB.subtract_and_intersect_circle(C.center, C.radius)
--> 200     aC, _ = C.subtract_and_intersect_circle(A.center, A.radius)
    201     abC, _ = aC.subtract_and_intersect_circle(B.center, B.radius)
    202     return [Abc, aBc, ABc, abC, AbC, aBC, ABC]

/home/isentis/anaconda3/lib/python3.5/site-packages/matplotlib_venn/_region.py in subtract_and_intersect_circle(self, center, radius)
    151 
    152             if intersections is None:
--> 153                 raise VennRegionException("Invalid configuration of circular regions (holes are not supported).")
    154             elif np.all(abs(intersections[0] - intersections[1]) < tol) and self.radius < radius:
    155                 # There is a single intersection point (i.e. we are touching the circle),

VennRegionException: Invalid configuration of circular regions (holes are not supported).

I can't figure out what is exactly going on and whether there is something I can do to solve it. I bit of help would be appreciated. Thanks!

Just a fairly generic question, but I haven't found anything at all.

I want to do certain things with the diagram and I wanted to look at a list of all the functions/attributes/etc in the library I can fiddle with. ¿Is there such a thing? I've solved everything so far by looking at stackoverflow and guessing things from the examples in the readme but honestly, it takes too much time and I'd rather read a few pages of documentation and be done with it.

I like libraries to have that kind of documentation (Saves LOTS of time), so let me know if I can help to get this done.

https://github.com/konstantint/matplotlib-venn/issues/44#issuecomment-579228349 Regarding of the reply you posted in Issue #44,

What do you mean about the external user input?

Based on your reply, is it possible for me to produce an algorithm using asteval or pyparsing to convert a written formula to the output of the Venn diagram without creating a list of corresponding formulas and outputs? Or, am I necessary to create a list of the inputs to use either of the Python packages you mentioned above? I was not sure about this when I read your reply. Hopefully there is a Python package which I can convert a written formula to lists of Venn diagram sectors which should be shaded, (like the example I showed in Issue #44) but if it's not possible, then I may need to make a huge list of inputted formulas, which is unstable and also buggy.

Also, if a directly-converting algorithm is possible with either asteval or pyparsing, could you please reply with a brief example so that I can get some understanding of how to create my code?

Please don't directly close the issue as you would not receive any notifications anymore. I am kinda a beginner to this area and your help will be truly appreciated. If you have one, could you please actually link your email/discord account so that I may further ask you if I am completely stuck for something? I will try to create the code independently as possible, but I may meet huge barriers.

Thanks a lot.

I have 3 sets. I did one venn2 and one venn3:

from matplotlib import pyplot as plt
import numpy as np
from matplotlib_venn import venn3, venn3_circles, venn2

sids_3a = [13, 18, 20, 21, 24, 25, 28, 35, 37, 55, 59, 75, 83, 117, 123, 130, 137, 141, 157, 173, 184, 186, 188, 191, 192, 199, 205, 209, 210, 224, 234, 235, 239, 246, 249, 261, 263, 270, 271, 286, 294, 305, 309, 321, 323, 328, 342, 344, 345, 347, 352, 353, 354, 357, 359, 367, 370, 376, 378, 379, 382, 383, 389, 395, 402, 415, 427, 430, 445, 450, 452, 453, 454, 464, 482, 485, 489, 494, 501, 511, 518, 527, 532, 533, 539, 545, 558, 563, 564, 565, 569, 571, 584, 588, 609, 613, 622, 624, 626, 629, 630, 634, 635, 641, 642, 654, 666, 667, 671, 672, 689, 690, 702, 703, 708, 711, 715, 716, 720, 732, 741, 745, 747, 751, 756, 757, 765, 770, 772, 780, 787, 791, 794, 798, 806, 811, 816, 820, 824, 834, 835, 837, 846, 849, 864, 865, 876, 890, 894, 906, 914, 919, 921, 923, 924, 925, 929, 932, 940, 946, 947, 956, 963, 979, 984, 989, 992, 995, 998, 999, 1012, 1018, 1020, 1027, 1028, 1036, 1037, 1038, 1042, 1046, 1049, 1050, 1053, 1054, 1060, 1064, 1067, 1069, 1072, 1081, 1097, 1098, 1100, 1104, 1110, 1114, 1120, 1135, 1137, 1139, 1141, 1146, 1148, 1152, 1162, 1171, 1174, 1178, 1184, 1197, 1200, 1206, 1212, 1214, 1230, 1233, 1241, 1247, 1271, 1281, 1287, 1308, 1313, 1316, 1325, 1332, 1335, 1337, 1338, 1340, 1344, 1346, 1348, 1357, 1358, 1363, 1367, 1371, 1375, 1380, 1381, 1385, 1395, 1404, 1409, 1422, 1426, 1442, 1447, 1453, 1454, 1457, 1469, 1472, 1473, 1476, 1478, 1481, 1492, 1493, 1494, 1496, 1498, 1499, 1501, 1503, 1524, 1534, 1535, 1539, 1541, 1543, 1544, 1546, 1547, 1548, 1552, 1556, 1557, 1561, 1569, 1581, 1586, 1594, 1606, 1619, 1628, 1631, 1636, 1642, 1663, 1669, 1672, 1677, 1679, 1685, 1686, 1687, 1692, 1699, 1701, 1707, 1715, 1725, 1744, 1751, 1757, 1758, 1767, 1780, 1787, 1795, 1801, 1814, 1816, 1825, 1829, 1835, 1839, 1840, 1842, 1850, 1855, 1860, 1866, 1890, 1893, 1899, 1900, 1901, 1903, 1905, 1908, 1937, 1944, 1945, 1950, 1964, 1967, 1971, 1972, 1979, 1980, 1985, 1987, 1988, 1989, 1991, 1995, 1996, 1999, 2001, 2002, 2006, 2016, 2018, 2019, 2026, 2031, 2032, 2034, 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3852, 3854, 3858, 3860, 3861, 3866, 3868, 3869, 3876, 3888, 3889, 3895, 3896, 3909, 3911, 3913, 3914, 3927, 3928, 3929, 3945, 3947, 3948, 3949, 3952, 3964, 3968, 3969, 3972, 3987, 4012, 4038, 4041, 4042, 4054, 4067, 4070, 4071, 4077, 4093, 4094, 4096, 4098, 4101, 4102, 4104, 4110, 4112, 4113, 4115, 4121, 4130, 4133, 4135, 4142, 4145, 4159, 4165, 4184, 4187, 4191, 4199, 4200, 4211, 4216, 4220, 4241, 4255, 4256, 4258, 4263, 4265, 4268, 4272, 4273, 4279, 4299, 4305, 4308, 4313, 4317, 4323, 4324, 4325, 4326, 4328, 4329, 4336, 4340, 4357, 4364, 4390, 4392, 4394, 4395, 4397, 4407, 4408, 4410, 4421, 4422, 4424, 4429, 4431, 4454, 4464, 4469, 4479, 4480, 4484, 4497, 4500, 4518, 4521, 4525, 4526, 4527, 4529, 4535, 4539, 4543, 4548, 4550, 4564, 4566, 4567, 4574, 4577, 4587, 4588, 4589, 4603, 4609, 4611, 4614, 4615, 4617, 4619, 4633, 4635, 4637, 4640, 4644, 4646, 4656, 4657, 4670, 4678, 4679, 4690, 4693, 4696, 4708, 4710, 4713, 4718, 4719, 4732, 4744, 4748, 4754, 4760, 4762, 4780, 4785, 4787, 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5609, 5614, 5619, 5622, 5623, 5634, 5636, 5639, 5643, 5646, 5647, 5655, 5658, 5660, 5661, 5665, 5667, 5669, 5679, 5681, 5685, 5686, 5689, 5694, 5695, 5698, 5700, 5701, 5709, 5710, 5714, 5727, 5734, 5742, 5752, 5763, 5771, 5772, 5774, 5778, 5781, 5786, 5790, 5794, 5796, 5810, 5814, 5817, 5819, 5830, 5834, 5844, 5848, 5857, 5867, 5871, 5875, 5877, 5882, 5901, 5907, 5909, 5911, 5913, 5926, 5935, 5937, 5939, 5953, 5966, 5970, 5973, 5976, 5978, 5979, 5981, 5987, 5988, 6000, 6003, 6005, 6012, 6014, 6016, 6021, 6023, 6024, 6032, 6035, 6051, 6063, 6065, 6066, 6068, 6070, 6071, 6072, 6077, 6079, 6081, 6082, 6085, 6098, 6100, 6116, 6123, 6135, 6145, 6151, 6155, 6156, 6158, 6163, 6168, 6170, 6174, 6179, 6186, 6198, 6212, 6219, 6224, 6246, 6248, 6249, 6257, 6258, 6270, 6272, 6284, 6296, 6306, 6311, 6312, 6314, 6315, 6321, 6334, 6338, 6345, 6349, 6353, 6364, 6369, 6375, 6388, 6390, 6392, 6396, 6397, 6410, 6421, 6425, 6426, 6432, 6433, 6440, 6448, 6450, 6451, 6453, 6454, 6457, 6459, 6464, 6466, 6470, 6474, 6477, 6478, 6484, 6489, 6490, 6491, 6498, 6503, 6506, 6510, 6529, 6534, 6540, 6542, 6543, 6548, 6553, 6555, 6560, 6571, 6575, 6576, 6578, 6587, 6588, 6592, 6597, 6604, 6620, 6621, 6626, 6627, 6630, 6639, 6647, 6651, 6653, 6654, 6655, 6656, 6663, 6670, 6672, 6676, 6677, 6681, 6682, 6685, 6687, 6690, 6692, 6697, 6701, 6705, 6713, 6714, 6716, 6720, 6723, 6725, 6726, 6734, 6735, 6743, 6746, 6750, 6751, 6756, 6773, 6776, 6778, 6791, 6821, 6824, 6827, 6835, 6838, 6845, 6846, 6849, 6854, 6858, 6867, 6868, 6871, 6875, 6877, 6886, 6887, 6905, 6917, 6921, 6922, 6942, 6944, 6950, 6952, 6958, 6963, 6973, 6978, 6979, 6983, 6998, 7001, 7003, 7014, 7018, 7025, 7027, 7029, 7033, 7043, 7045, 7051, 7054, 7059, 7062, 7066, 7069, 7095, 7097, 7103, 7105, 7113, 7115, 7118, 7124, 7125, 7132, 7133, 7153, 7159, 7169, 7177, 7184, 7185, 7197, 7201, 7204, 7207, 7209, 7212, 7213, 7224, 7227, 7229, 7230, 7232, 7237, 7246, 7247, 7262, 7267, 7275, 7276, 7282, 7287, 7299, 7300, 7315, 7316, 7333, 7340, 7347, 7354, 7358, 7359, 7360, 7367, 7375, 7380, 7386, 7387, 7391, 7393, 7395, 7401, 7413, 7426, 7427, 7432, 7434, 7442, 7444, 7445, 7455, 7466, 7472, 7476, 7481, 7482, 7487, 7489, 7493, 7496, 7505, 7508, 7511, 7515, 7517, 7519, 7521, 7523, 7528, 7542, 7544, 7546, 7548, 7553, 7554, 7564, 7567, 7569, 7571, 7584, 7604, 7613, 7614, 7618, 7621, 7632, 7636, 7638, 7649, 7650, 7656, 7666, 7681, 7691, 7693, 7695, 7698, 7704, 7708, 7710, 7720, 7723, 7726, 7736, 7737, 7741, 7744, 7748, 7755, 7764, 7767, 7773, 7774, 7781, 7782, 7787, 7789, 7797, 7803, 7809, 7815, 7816, 7817, 7819, 7820, 7826, 7839, 7841, 7844, 7853, 7874, 7884, 7888, 7891, 7894, 7895, 7897, 7900, 7910, 7916, 7918, 7936, 7957, 7961, 7968, 7973, 7992, 7996, 8011, 8018, 8021, 8028, 8043, 8047, 8055, 8057, 8061, 8066, 8067, 8073, 8099, 8103, 8109, 8114, 8115, 8118, 8120, 8124, 8131, 8137, 8138, 8142, 8143, 8147, 8167, 8168, 8173, 8177, 8185, 8186, 8188, 8196, 8204, 8209, 8215, 8221, 8227, 8231, 8233, 8236, 8267, 8273, 8275, 8283, 8287, 8288, 8291, 8294, 8298, 8302, 8309, 8314, 8317, 8326, 8337, 8338, 8352, 8364, 8370, 8373, 8389, 8393, 8394, 8396, 8408, 8413, 8414, 8421, 8426, 8432, 8447, 8449, 8452, 8463, 8467, 8472, 8474, 8485, 8488, 8492, 8497, 8507, 8508, 8517, 8534, 8536, 8549, 8551, 8558, 8561, 8563, 8572, 8597, 8601, 8604, 8605, 8606, 8607, 8608, 8609, 8612, 8623, 8641, 8654, 8660, 8670, 8676, 8678, 8692, 8696, 8698, 8721, 8723, 8724, 8731, 8734, 8735, 8747, 8757, 8762, 8764, 8769, 8777, 8779, 8793, 8794, 8796, 8799, 8800, 8803, 8810, 8820, 8822, 8827, 8840, 8859, 8868, 8876, 8896, 8902, 8915, 8917, 8920, 8926, 8929, 8934, 8939, 8947, 8948, 8949, 8951, 8954, 8960, 8965, 8966, 8967, 8968, 8972, 8978, 8983, 8989, 9002, 9007, 9008, 9022, 9027, 9036, 9038, 9040, 9044, 9052, 9061, 9062, 9064, 9082, 9084, 9087, 9090, 9104, 9107, 9112, 9124, 9127, 9128, 9133, 9138, 9141, 9144, 9145, 9146, 9158, 9169, 9174, 9177, 9182, 9185, 9186, 9189, 9190, 9191, 9213, 9216, 9217, 9225, 9228, 9229, 9233, 9243, 9245, 9246, 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39523, 39525, 39533, 39537, 39538, 39539, 39542, 39546, 39547, 39553, 39555, 39565, 39566, 39568, 39571, 39573, 39574, 39575, 39576, 39577, 39581, 39591, 39597, 39599, 39603, 39610, 39621, 39623, 39626, 39627, 39629, 39633, 39634, 39636, 39638, 39640, 39646, 39650, 39654, 39657, 39660, 39661, 39662, 39667, 39672, 39673, 39675, 39676, 39679, 39682, 39688, 39690, 39694, 39695, 39698, 39699, 39700, 39701, 39702, 39705, 39708, 39712, 39713, 39714, 39718, 39720, 39724, 39729, 39731, 39734, 39737, 39747, 39748, 39750, 39751, 39759, 39762, 39764, 39766, 39767, 39774, 39776, 39777, 39778, 39780, 39781, 39789, 39795, 39796, 39797, 39798, 39799, 39811, 39814, 39817, 39821, 39825, 39826, 39827, 39828, 39830, 39836, 39839, 39841, 39848, 39849, 39857, 39859, 39860, 39869, 39873, 39875, 39879, 39882, 39883, 39885, 39890, 39897, 39898, 39901, 39904, 39906, 39909, 39914, 39915, 39922, 39923, 39927, 39929, 39935, 39943, 39944, 39945, 39950, 39951, 39958, 39959, 39961, 39975, 39978, 39981, 39982, 39984, 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37664, 37665, 37666, 37674, 37675, 37676, 37678, 37680, 37681, 37684, 37685, 37691, 37693, 37696, 37697, 37698, 37700, 37705, 37707, 37708, 37709, 37710, 37711, 37713, 37715, 37716, 37718, 37719, 37721, 37722, 37723, 37726, 37727, 37729, 37730, 37733, 37735, 37737, 37738, 37739, 37742, 37744, 37746, 37747, 37749, 37751, 37752, 37758, 37760, 37761, 37763, 37770, 37774, 37775, 37778, 37779, 37786, 37787, 37790, 37795, 37796, 37797, 37799, 37802, 37804, 37805, 37806, 37808, 37809, 37811, 37813, 37814, 37819, 37820, 37822, 37823, 37824, 37826, 37832, 37836, 37837, 37838, 37842, 37844, 37846, 37848, 37849, 37853, 37854, 37856, 37857, 37858, 37859, 37860, 37861, 37864, 37865, 37866, 37870, 37871, 37872, 37874, 37880, 37886, 37887, 37890, 37893, 37894, 37901, 37903, 37905, 37906, 37907, 37909, 37912, 37916, 37917, 37919, 37925, 37927, 37928, 37930, 37937, 37940, 37942, 37943, 37947, 37948, 37953, 37959, 37960, 37962, 37963, 37968, 37970, 37974, 37975, 37976, 37977, 37978, 37979, 37980, 37986, 37988, 37992, 37997, 37998, 38000, 38005, 38008, 38009, 38010, 38011, 38014, 38015, 38018, 38021, 38023, 38026, 38034, 38035, 38036, 38039, 38041, 38042, 38043, 38048, 38049, 38060, 38062, 38063, 38064, 38066, 38069, 38075, 38076, 38077, 38079, 38081, 38083, 38086, 38088, 38093, 38094, 38095, 38098, 38101, 38104, 38105, 38107, 38108, 38110, 38111, 38113, 38114, 38116, 38120, 38121, 38123, 38124, 38126, 38128, 38130, 38131, 38134, 38135, 38138, 38139, 38140, 38142, 38143, 38144, 38151, 38152, 38158, 38159, 38160, 38161, 38164, 38166, 38167, 38168, 38169, 38173, 38176, 38178, 38181, 38188, 38189, 38191, 38192, 38193, 38195, 38196, 38197, 38199, 38200, 38201, 38206, 38207, 38211, 38213, 38214, 38221, 38223, 38224, 38225, 38232, 38235, 38236, 38237, 38239, 38240, 38243, 38245, 38246, 38247, 38248, 38249, 38252, 38255, 38257, 38260, 38263, 38265, 38267, 38269, 38272, 38273, 38275, 38277, 38278, 38281, 38282, 38285, 38286, 38287, 38291, 38294, 38295, 38298, 38299, 38301, 38302, 38305, 38307, 38309, 38310, 38311, 38315, 38316, 38317, 38318, 38323, 38324, 38329, 38331, 38333, 38338, 38339, 38341, 38345, 38346, 38348, 38353, 38354, 38355, 38356, 38358, 38360, 38361, 38366, 38367, 38370, 38374, 38379, 38380, 38381, 38383, 38387, 38392, 38399, 38400, 38404, 38409, 38410, 38412, 38415, 38416, 38417, 38419, 38421, 38424, 38425, 38429, 38432, 38434, 38437, 38439, 38440, 38441, 38442, 38443, 38445, 38446, 38447, 38450, 38451, 38452, 38454, 38455, 38457, 38459, 38461, 38465, 38466, 38467, 38469, 38470, 38471, 38472, 38473, 38475, 38478, 38487, 38489, 38491, 38492, 38497, 38498, 38499, 38500, 38501, 38503, 38505, 38507, 38509, 38510, 38511, 38514, 38517, 38518, 38519, 38520, 38522, 38526, 38528, 38529, 38536, 38538, 38540, 38541, 38542, 38543, 38544, 38546, 38547, 38551, 38563, 38566, 38567, 38574, 38575, 38576, 38578, 38580, 38581, 38582, 38587, 38593, 38595, 38597, 38598, 38602, 38606, 38609, 38611, 38613, 38618, 38626, 38627, 38628, 38632, 38633, 38634, 38637, 38638, 38642, 38643, 38647, 38649, 38651, 38653, 38654, 38656, 38658, 38660, 38661, 38663, 38668, 38671, 38672, 38674, 38675, 38676, 38686, 38688, 38689, 38690, 38691, 38692, 38696, 38697, 38698, 38703, 38704, 38708, 38709, 38710, 38712, 38716, 38717, 38718, 38719, 38723, 38724, 38726, 38728, 38734, 38736, 38739, 38744, 38745, 38746, 38747, 38749, 38751, 38752, 38755, 38759, 38762, 38763, 38767, 38769, 38771, 38785, 38788, 38790, 38792, 38797, 38800, 38802, 38804, 38806, 38808, 38811, 38816, 38819, 38820, 38823, 38824, 38828, 38836, 38842, 38843, 38844, 38850, 38851, 38852, 38855, 38857, 38859, 38860, 38862, 38863, 38865, 38869, 38870, 38873, 38876, 38880, 38881, 38883, 38884, 38885, 38889, 38890, 38895, 38896, 38901, 38905, 38906, 38907, 38908, 38910, 38914, 38916, 38917, 38918, 38921, 38925, 38926, 38931, 38932, 38936, 38937, 38939, 38940, 38943, 38945, 38951, 38953, 38955, 38956, 38958, 38963, 38965, 38967, 38968, 38969, 38970, 38971, 38973, 38975, 38976, 38977, 38979, 38980, 38981, 38983, 38984, 38986, 38991, 38995, 38998, 39000, 39002, 39003, 39004, 39011, 39012, 39014, 39015, 39017, 39018, 39021, 39022, 39025, 39026, 39034, 39035, 39036, 39041, 39043, 39045, 39048, 39050, 39059, 39060, 39062, 39064, 39068, 39069, 39070, 39072, 39073, 39074, 39076, 39077, 39079, 39080, 39081, 39082, 39083, 39086, 39087, 39089, 39091, 39093, 39095, 39096, 39097, 39100, 39110, 39111, 39115, 39119, 39123, 39124, 39125, 39131, 39134, 39135, 39138, 39139, 39143, 39145, 39147, 39148, 39150, 39154, 39158, 39160, 39161, 39164, 39166, 39170, 39174, 39182, 39183, 39185, 39187, 39192, 39194, 39195, 39198, 39201, 39202, 39203, 39213, 39217, 39223, 39224, 39227, 39230, 39234, 39236, 39237, 39239, 39242, 39243, 39245, 39246, 39249, 39250, 39253, 39256, 39258, 39260, 39263, 39264, 39265, 39267, 39268, 39270, 39276, 39278, 39279, 39284, 39287, 39292, 39294, 39296, 39297, 39298, 39299, 39300, 39301, 39302, 39303, 39304, 39305, 39307, 39308, 39309, 39311, 39314, 39316, 39318, 39319, 39320, 39328, 39331, 39333, 39335, 39338, 39339, 39340, 39341, 39343, 39344, 39347, 39350, 39352, 39356, 39357, 39358, 39359, 39361, 39365, 39369, 39376, 39379, 39381, 39382, 39383, 39385, 39386, 39387, 39388, 39389, 39390, 39393, 39400, 39404, 39406, 39408, 39412, 39413, 39415, 39416, 39419, 39421, 39423, 39425, 39427, 39428, 39430, 39432, 39433, 39437, 39438, 39444, 39447, 39449, 39453, 39454, 39457, 39458, 39459, 39460, 39461, 39462, 39464, 39468, 39469, 39475, 39477, 39479, 39485, 39486, 39487, 39491, 39492, 39493, 39494, 39495, 39498, 39502, 39504, 39506, 39508, 39509, 39510, 39513, 39517, 39518, 39521, 39522, 39523, 39525, 39532, 39533, 39537, 39538, 39539, 39542, 39543, 39546, 39553, 39555, 39558, 39559, 39560, 39565, 39566, 39567, 39568, 39571, 39572, 39573, 39574, 39575, 39577, 39578, 39581, 39583, 39586, 39587, 39591, 39597, 39599, 39603, 39604, 39610, 39614, 39620, 39621, 39623, 39626, 39627, 39628, 39629, 39633, 39634, 39636, 39638, 39639, 39640, 39650, 39651, 39654, 39655, 39657, 39659, 39660, 39661, 39662, 39666, 39667, 39668, 39672, 39673, 39675, 39676, 39677, 39686, 39688, 39690, 39695, 39698, 39699, 39700, 39701, 39702, 39703, 39704, 39705, 39712, 39713, 39714, 39715, 39717, 39718, 39720, 39723, 39724, 39728, 39729, 39730, 39731, 39734, 39735, 39736, 39737, 39741, 39744, 39747, 39748, 39750, 39751, 39754, 39755, 39759, 39762, 39764, 39766, 39767, 39768, 39771, 39773, 39774, 39776, 39777, 39778, 39779, 39780, 39783, 39784, 39786, 39789, 39793, 39795, 39796, 39797, 39798, 39799, 39809, 39811, 39814, 39815, 39817, 39821, 39824, 39825, 39826, 39827, 39828, 39830, 39834, 39835, 39836, 39839, 39841, 39848, 39849, 39850, 39855, 39857, 39859, 39860, 39861, 39867, 39871, 39873, 39875, 39877, 39879, 39881, 39882, 39883, 39884, 39885, 39890, 39891, 39893, 39894, 39896, 39897, 39898, 39901, 39904, 39906, 39908, 39909, 39910, 39911, 39912, 39913, 39914, 39915, 39917, 39918, 39919, 39922, 39924, 39925, 39927, 39929, 39931, 39935, 39938, 39942, 39943, 39944, 39945, 39949, 39950, 39952, 39954, 39956, 39958, 39959, 39961, 39966, 39969, 39970, 39971, 39975, 39978, 39979, 39981, 39982, 39984, 39985, 39986, 39989, 39991, 39993, 39998, 39999, 40000, 40007, 40008, 40014, 40018, 40019, 40020, 40021, 40022, 40024, 40026, 40027, 40029, 40031, 40032, 40036, 40038, 40039, 40041, 40043, 40045, 40048, 40051, 40052, 40053, 40062, 40064, 40066, 40067, 40069, 40070, 40072, 40076, 40077, 40079, 40080, 40081, 40083, 40084, 40085, 40087, 40088, 40089, 40090, 40092, 40093, 40096, 40099, 40100, 40101, 40102, 40105, 40107, 40109, 40110, 40112, 40113, 40114, 40115, 40116, 40117, 40118, 40119, 40122, 40123, 40127, 40135, 40137, 40139, 40148, 40149, 40150, 40151, 40153, 40154, 40156, 40158, 40163, 40165, 40167, 40174, 40175, 40176, 40180, 40181, 40183, 40184, 40189, 40191, 40193, 40194, 40195, 40196, 40197, 40200, 40208, 40210, 40213, 40218, 40219, 40220, 40222, 40223, 40225, 40230, 40231, 40232, 40233, 40236, 40237, 40238, 40239, 40241, 40242, 40243, 40245, 40248, 40251, 40254, 40260, 40262, 40263, 40265, 40268, 40272, 40273, 40274, 40275, 40278, 40280, 40281, 40282, 40284, 40288, 40290, 40291, 40292, 40301, 40302, 40310, 40312, 40314, 40315, 40317, 40319, 40320, 40321, 40322, 40323, 40330, 40332, 40339, 40340, 40341, 40343, 40344, 40346, 40347, 40348, 40349, 40351, 40355, 40356, 40360, 40362, 40363, 40366, 40368, 40369, 40370, 40372, 40374, 40375, 40377, 40378, 40379, 40380, 40381, 40382, 40383, 40384, 40387, 40388, 40389, 40390, 40391, 40394, 40396, 40397, 40399, 40400, 40404, 40405, 40406, 40408, 40413, 40414, 40416, 40422, 40423, 40425, 40429, 40430, 40431, 40432, 40433, 40437, 40438, 40443, 40444, 40445, 40446, 40449, 40453, 40454, 40455, 40456, 40457, 40461, 40462, 40463, 40467, 40469, 40473, 40474, 40476, 40478, 40480, 40484, 40487, 40490, 40491, 40494, 40496, 40497, 40498, 40500, 40502, 40503, 40506, 40508, 40512, 40515, 40517, 40518, 40519, 40520, 40524, 40525, 40528, 40529, 40530, 40532, 40533, 40535, 40537, 40538, 40540, 40541, 40542, 40546, 40547, 40549, 40550, 40553, 40554, 40556, 40557, 40558, 40559, 40560, 40567, 40570, 40571, 40580, 40581, 40583, 40584, 40586, 40588, 40591, 40592, 40596, 40601, 40602, 40603, 40607, 40612, 40615, 40620, 40621, 40625, 40626, 40627, 40628, 40630, 40634, 40635, 40639, 40640, 40641, 40645, 40646, 40650, 40652, 40653, 40654, 40658, 40660, 40661, 40662, 40664, 40665, 40667, 40669, 40677, 40684, 40685, 40688, 40689, 40692, 40693, 40694, 40701, 40707, 40714, 40716, 40718, 40720, 40723, 40725, 40726, 40727, 40729, 40731, 40733, 40734, 40738, 40741, 40742, 40743, 40747, 40750, 40751, 40757, 40761, 40762, 40763, 40767, 40774, 40778, 40783, 40784, 40786, 40787, 40788, 40792, 40793, 40798, 40803, 40805, 40806, 40807, 40810, 40813, 40816, 40817, 40824, 40828, 40829, 40834, 40836, 40837, 40838, 40839, 40843, 40846, 40851, 40854, 40856, 40857, 40858, 40861, 40862, 40864, 40868, 40869, 40873, 40874, 40876, 40881, 40882, 40883, 40884, 40885, 40886, 40887, 40889, 40891, 40892, 40894, 40895, 40899, 40900, 40901, 40902, 40903, 40904, 40908, 40909, 40911, 40912, 40913, 40914, 40919, 40920, 40922, 40925, 40929, 40930, 40935, 40936, 40938, 40939, 40940, 40946, 40949, 40954, 40960, 40962, 40964, 40966, 40968, 40971, 40974, 40977, 40978, 40992, 40993, 40996, 40997, 41000, 41002, 41007, 41009, 41014, 41016, 41018, 41019, 41020, 41021, 41022, 41023, 41026, 41028, 41029, 41033, 41035, 41039, 41040, 41041, 41043, 41044, 41046, 41047, 41048, 41050, 41051, 41056, 41057, 41063, 41064, 41067, 41069, 41070, 41073, 41075, 41078, 41081, 41085, 41086, 41088, 41089, 41091, 41094, 41097, 41098, 41101, 41105, 41106, 41107, 41110, 41112, 41114, 41118, 41120, 41121, 41126, 41128, 41133, 41136, 41141, 41142, 41143, 41147, 41149, 41152, 41154, 41156, 41157, 41162, 41163, 41164, 41167, 41170, 41172, 41173, 41176, 41179, 41180, 41182, 41186, 41187, 41191, 41195, 41197, 41202, 41203, 41206, 41207, 41212, 41213, 41216, 41217, 41218, 41219, 41224, 41227, 41229, 41231, 41233, 41236, 41238, 41239, 41242, 41245, 41252, 41253, 41255, 41257, 41258, 41261, 41262, 41266, 41267, 41268, 41269, 41270, 41271, 41274, 41276, 41279, 41285, 41288, 41290, 41292, 41295, 41298, 41300, 41301, 41305, 41309, 41310, 41312, 41313, 41314, 41321, 41322, 41324, 41326, 41328, 41333, 41335, 41339, 41340, 41341, 41343, 41344, 41348, 41349, 41351, 41358, 41360, 41361, 41364, 41368, 41372, 41377, 41383, 41384, 41388, 41393, 41395, 41404, 41406, 41407, 41410, 41411, 41414, 41415, 41416, 41418, 41422, 41423, 41426, 41427, 41432, 41436, 41437, 41441, 41443, 41447, 41448, 41451, 41452, 41453, 41454, 41456, 41457, 41458, 41460, 41469, 41470, 41473, 41481, 41483, 41485, 41486, 41488, 41489, 41491, 41495, 41497, 41500, 41506, 41510, 41511, 41515, 41516, 41517, 41520, 41524, 41527, 41528, 41529, 41531, 41533, 41534, 41537, 41542, 41544, 41546, 41549, 41551, 41552, 41555, 41556, 41557, 41558, 41560, 41566, 41567, 41570, 41571, 41573, 41574, 41576, 41577, 41579, 41580, 41581, 41586, 41589, 41591, 41594, 41596, 41607, 41609, 41618, 41619, 41621, 41622, 41625, 41626, 41628, 41629, 41631, 41633, 41634, 41637, 41639, 41640, 41641, 41645, 41650, 41652, 41654, 41656, 41661, 41665, 41666, 41669, 41670, 41671, 41674, 41676, 41677, 41678, 41684, 41685, 41687, 41688, 41690, 41691, 41692, 41694, 41695, 41697, 41699, 41701, 41703, 41704, 41705, 41706, 41707, 41709, 41710, 41711, 41713, 41714, 41716, 41717, 41719, 41720, 41721, 41722, 41723, 41724, 41725, 41726, 41729, 41736, 41740, 41742, 41745, 41747, 41749, 41750, 41751, 41752, 41753, 41755, 41757, 41758, 41761, 41763, 41765, 41766, 41768, 41770, 41774, 41778, 41779, 41782, 41784, 41785, 41786, 41788, 41790, 41791, 41792, 41793, 41794, 41799, 41801, 41802, 41804, 41805, 41806, 41811, 41812, 41813, 41815, 41821, 41824, 41825, 41826, 41827, 41828, 41831, 41833, 41834, 41835, 41836, 41838, 41845, 41846, 41847, 41849, 41850, 41851, 41852, 41853, 41855, 41856, 41858, 41859, 41860, 41861, 41862, 41863, 41865, 41869, 41870, 41872, 41875, 41879, 41880, 41881, 41882, 41883, 41887, 41889, 41891, 41892, 41899, 41900, 41903, 41904, 41909, 41910, 41911, 41913, 41915, 41918, 41921, 41923, 41924, 41929, 41930, 41931, 41934, 41936, 41937, 41938, 41939, 41941, 41943, 41944, 41947, 41948, 41949, 41950, 41955, 41957, 41958, 41962, 41964, 41966, 41969, 41974, 41976, 41977, 41979, 41981, 41982, 41983, 41985, 41986, 41987, 41988, 41991, 41994, 41996, 41999, 42000, 42003, 42004, 42010, 42012, 42019, 42020, 42025, 42027, 42028, 42032, 42034, 42036, 42037, 42040, 42043, 42045, 42047, 42049, 42053, 42056, 42061, 42064, 42066, 42070, 42072, 42078, 42082, 42083, 42084, 42091, 42093, 42095, 42099, 42101, 42102, 42103, 42105, 42106, 42109, 42111, 42112, 42116, 42118, 42120, 42122, 42126, 42129, 42130, 42134, 42136, 42137, 42138, 42140, 42144, 42147, 42148, 42149, 42150, 42151, 42152, 42153, 42159, 42161, 42163, 42164, 42165, 42167, 42172, 42173, 42174, 42175, 42176, 42183, 42184, 42185, 42191, 42193, 42197, 42199, 42201, 42204, 42205, 42207, 42213, 42223, 42224, 42225, 42227, 42228, 42231, 42235, 42237, 42239, 42241, 42242, 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48140, 48145, 48146, 48148, 48150, 48151, 48153, 48154, 48157, 48158, 48160, 48161, 48162, 48164, 48166, 48167, 48169, 48171, 48172, 48173, 48174, 48176, 48177, 48178, 48180, 48181, 48184, 48185, 48190, 48192, 48194, 48195, 48197, 48201, 48205, 48207, 48211, 48216, 48221, 48222, 48223, 48224, 48227, 48228, 48231, 48233, 48236, 48237, 48238, 48239, 48240, 48242, 48243, 48248, 48252, 48253, 48254, 48258, 48259, 48263, 48267, 48271, 48273, 48275, 48277, 48279, 48282, 48284, 48287, 48296, 48297, 48298, 48300, 48303, 48304, 48305, 48307, 48311, 48312, 48313, 48314, 48315, 48316, 48319, 48320, 48323, 48327, 48328, 48329, 48332, 48335, 48337, 48339, 48340, 48343, 48346, 48348, 48349, 48350, 48355, 48357, 48360, 48361, 48362, 48366, 48368, 48373, 48376, 48377, 48380, 48381, 48385, 48389, 48399, 48401, 48403, 48404, 48407, 48408, 48410, 48421, 48423, 48425, 48426, 48427, 48428, 48431, 48432, 48435, 48438, 48440, 48445, 48446, 48448, 48449, 48450, 48451, 48452, 48453, 48455, 48456, 48457, 48458, 48463, 48465, 48471, 48474, 48475, 48481]

fig = plt.figure()
venn3([set(sids_3a), set(sids_3b), set(sids_3c)], ('Diabetes (ICD9)', 'Hemo (ICD9+proc)', 'Diabetes or Hemo (notes)'))
fig.savefig('venn3' + '.pdf', dpi=600, format='pdf', bbox_inches='tight')

fig.clf()
venn2([set(sids_3a), set(sids_3b)], ('Diabetes (ICD9)', 'Hemo (ICD9+proc)'))
fig.savefig('venn2' + '.pdf', dpi=600, format='pdf', bbox_inches='tight')

Venn 2:

Venn 3:

If you look at the circle representing the set Hemo (ICD9+proc), in Venn 2 it contains 1032+1059=2091 items, while in venn3 it contains 1013+862+197=2072 items.

Did I miss something or is the count wrong in venn3? (the set Hemo (ICD9+proc) contains 2091 items)

This is matplotlib_venn vs 0.9 on MS Windows 7 64 bits. Same efffect in Windows XP 32 bits

The following image is as expected for venn3([8, 74, 7, 50, 8, 433, 83]) :

but when using venn3([5, 35, 6, 81, 21, 621, 178]), I got different colors and wrong location of numbers:

btw, thanks for this nice app. I use it continously for my work.

Hello, I just discovered this amazing tool, thank you very much !

I was wondering if their was a way to weight the data that we pass to the function ?

Imagine I have 2 sets of houses that i would like to compare (A & B). Each set has the same size. But, the house in the B set that are not in the A set are far bigger than the others. So, if i want to plot the venn diagram of my surfaces, it could show me that the B set cover far more space than the B set :)

hope I was clear

Have a nice day

I made a thing. Super-derivative of your amazing work and the equally amazing wordcloud (https://github.com/amueller/word_cloud). Essentially, it plots the set elements as a word cloud on top of the corresponding subset patches.

At the moment, the code can be found on my github: https://github.com/paulbrodersen/venn_wordcloud. However, to prevent the further balkanisation of python packages, I would love to properly integrate my code bits into your package -- if you are interested. It would essentially add two functions venn2_wordcloud and venn3_wordcloud, and one more dependency (wordcloud).

Hi, I am trying to run the package test suite, and for some reason it fails. Does it have anything to do with my cursor? o.0

============================================= test session starts ==============================================
platform linux2 -- Python 2.7.10, pytest-2.8.1, py-1.4.30, pluggy-0.3.1
rootdir: /var/tmp/portage/dev-python/matplotlib-venn-9999/work/matplotlib-venn-9999-python2_7/test/lib, inifile: 
collected 1 items / 4 errors

tests/issues_test.py F

==================================================== ERRORS ====================================================
__________________________________ ERROR collecting tests/functional_test.py ___________________________________
tests/functional_test.py:13: in <module>
    from tests.utils import exec_ipynb
tests/utils.py:13: in <module>
    from matplotlib.pyplot import scatter
/usr/lib64/python2.7/site-packages/matplotlib/pyplot.py:109: in <module>
    _backend_mod, new_figure_manager, draw_if_interactive, _show = pylab_setup()
/usr/lib64/python2.7/site-packages/matplotlib/backends/__init__.py:32: in pylab_setup
    globals(),locals(),[backend_name],0)
/usr/lib64/python2.7/site-packages/matplotlib/backends/backend_gtk3agg.py:11: in <module>
    from . import backend_gtk3
/usr/lib64/python2.7/site-packages/matplotlib/backends/backend_gtk3.py:55: in <module>
    cursors.MOVE          : Gdk.Cursor.new(Gdk.CursorType.FLEUR),
E   TypeError: constructor returned NULL
----------------------------------------------- Captured stderr ------------------------------------------------
No protocol specified
No protocol specified

(py.test:22001): Gdk-CRITICAL **: gdk_cursor_new_for_display: assertion 'GDK_IS_DISPLAY (display)' failed
____________________________________ ERROR collecting tests/region_test.py _____________________________________
tests/region_test.py:15: in <module>
    from tests.utils import exec_ipynb
tests/utils.py:13: in <module>
    from matplotlib.pyplot import scatter
/usr/lib64/python2.7/site-packages/matplotlib/pyplot.py:109: in <module>
    _backend_mod, new_figure_manager, draw_if_interactive, _show = pylab_setup()
/usr/lib64/python2.7/site-packages/matplotlib/backends/__init__.py:32: in pylab_setup
    globals(),locals(),[backend_name],0)
/usr/lib64/python2.7/site-packages/matplotlib/backends/backend_gtk3agg.py:11: in <module>
    from . import backend_gtk3
/usr/lib64/python2.7/site-packages/matplotlib/backends/backend_gtk3.py:55: in <module>
    cursors.MOVE          : Gdk.Cursor.new(Gdk.CursorType.FLEUR),
E   TypeError: constructor returned NULL
----------------------------------------------- Captured stderr ------------------------------------------------

(py.test:22001): Gdk-CRITICAL **: gdk_cursor_new_for_display: assertion 'GDK_IS_DISPLAY (display)' failed
_____________________________________ ERROR collecting tests/venn3_test.py _____________________________________
tests/venn3_test.py:11: in <module>
    from matplotlib_venn._venn3 import *
/var/tmp/portage/dev-python/matplotlib-venn-9999/work/matplotlib-venn-9999-python2_7/test/lib/matplotlib_venn-0.11-py2.7.egg/matplotlib_venn/__init__.py:55: in <module>
    ???
/var/tmp/portage/dev-python/matplotlib-venn-9999/work/matplotlib-venn-9999-python2_7/test/lib/matplotlib_venn-0.11-py2.7.egg/matplotlib_venn/_venn2.py:21: in <module>
    ???
/usr/lib64/python2.7/site-packages/matplotlib/pyplot.py:109: in <module>
    _backend_mod, new_figure_manager, draw_if_interactive, _show = pylab_setup()
/usr/lib64/python2.7/site-packages/matplotlib/backends/__init__.py:32: in pylab_setup
    globals(),locals(),[backend_name],0)
/usr/lib64/python2.7/site-packages/matplotlib/backends/backend_gtk3agg.py:11: in <module>
    from . import backend_gtk3
/usr/lib64/python2.7/site-packages/matplotlib/backends/backend_gtk3.py:55: in <module>
    cursors.MOVE          : Gdk.Cursor.new(Gdk.CursorType.FLEUR),
E   TypeError: constructor returned NULL
----------------------------------------------- Captured stderr ------------------------------------------------
/usr/lib64/python2.7/site-packages/matplotlib/__init__.py:1318: UserWarning:  This call to matplotlib.use() has no effect
because the backend has already been chosen;
matplotlib.use() must be called *before* pylab, matplotlib.pyplot,
or matplotlib.backends is imported for the first time.

  warnings.warn(_use_error_msg)

(py.test:22001): Gdk-CRITICAL **: gdk_cursor_new_for_display: assertion 'GDK_IS_DISPLAY (display)' failed
__________________________________ ERROR collecting tests/venn_ax_kw_test.py ___________________________________
tests/venn_ax_kw_test.py:11: in <module>
    from matplotlib_venn._venn2 import *
/var/tmp/portage/dev-python/matplotlib-venn-9999/work/matplotlib-venn-9999-python2_7/test/lib/matplotlib_venn-0.11-py2.7.egg/matplotlib_venn/__init__.py:55: in <module>
    ???
/var/tmp/portage/dev-python/matplotlib-venn-9999/work/matplotlib-venn-9999-python2_7/test/lib/matplotlib_venn-0.11-py2.7.egg/matplotlib_venn/_venn2.py:21: in <module>
    ???
/usr/lib64/python2.7/site-packages/matplotlib/pyplot.py:109: in <module>
    _backend_mod, new_figure_manager, draw_if_interactive, _show = pylab_setup()
/usr/lib64/python2.7/site-packages/matplotlib/backends/__init__.py:32: in pylab_setup
    globals(),locals(),[backend_name],0)
/usr/lib64/python2.7/site-packages/matplotlib/backends/backend_gtk3agg.py:11: in <module>
    from . import backend_gtk3
/usr/lib64/python2.7/site-packages/matplotlib/backends/backend_gtk3.py:55: in <module>
    cursors.MOVE          : Gdk.Cursor.new(Gdk.CursorType.FLEUR),
E   TypeError: constructor returned NULL
----------------------------------------------- Captured stderr ------------------------------------------------

(py.test:22001): Gdk-CRITICAL **: gdk_cursor_new_for_display: assertion 'GDK_IS_DISPLAY (display)' failed
=================================================== FAILURES ===================================================
________________________________________________ test_issue_17 _________________________________________________

    def test_issue_17():
>       import matplotlib_venn as mv

tests/issues_test.py:12: 
_ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ 
/var/tmp/portage/dev-python/matplotlib-venn-9999/work/matplotlib-venn-9999-python2_7/test/lib/matplotlib_venn-0.11-py2.7.egg/matplotlib_venn/__init__.py:55: in <module>
    ???
/var/tmp/portage/dev-python/matplotlib-venn-9999/work/matplotlib-venn-9999-python2_7/test/lib/matplotlib_venn-0.11-py2.7.egg/matplotlib_venn/_venn2.py:21: in <module>
    ???
/usr/lib64/python2.7/site-packages/matplotlib/pyplot.py:109: in <module>
    _backend_mod, new_figure_manager, draw_if_interactive, _show = pylab_setup()
/usr/lib64/python2.7/site-packages/matplotlib/backends/__init__.py:32: in pylab_setup
    globals(),locals(),[backend_name],0)
/usr/lib64/python2.7/site-packages/matplotlib/backends/backend_gtk3agg.py:11: in <module>
    from . import backend_gtk3
_ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ 

    from __future__ import (absolute_import, division, print_function,
                            unicode_literals)

    import six

    import os, sys
    def fn_name(): return sys._getframe(1).f_code.co_name

    try:
        import gi
    except ImportError:
        raise ImportError("Gtk3 backend requires pygobject to be installed.")

    try:
        gi.require_version("Gtk", "3.0")
    except AttributeError:
        raise ImportError(
            "pygobject version too old -- it must have require_version")
    except ValueError:
        raise ImportError(
            "Gtk3 backend requires the GObject introspection bindings for Gtk 3 "
            "to be installed.")

    try:
        from gi.repository import Gtk, Gdk, GObject, GLib
    except ImportError:
        raise ImportError("Gtk3 backend requires pygobject to be installed.")

    import matplotlib
    from matplotlib._pylab_helpers import Gcf
    from matplotlib.backend_bases import RendererBase, GraphicsContextBase, \
         FigureManagerBase, FigureCanvasBase, NavigationToolbar2, cursors, TimerBase
    from matplotlib.backend_bases import ShowBase

    from matplotlib.cbook import is_string_like, is_writable_file_like
    from matplotlib.colors import colorConverter
    from matplotlib.figure import Figure
    from matplotlib.widgets import SubplotTool

    from matplotlib import lines
    from matplotlib import cbook
    from matplotlib import verbose
    from matplotlib import rcParams

    backend_version = "%s.%s.%s" % (Gtk.get_major_version(), Gtk.get_micro_version(), Gtk.get_minor_version())

    _debug = False
    #_debug = True

    # the true dots per inch on the screen; should be display dependent
    # see http://groups.google.com/groups?q=screen+dpi+x11&hl=en&lr=&ie=UTF-8&oe=UTF-8&safe=off&selm=7077.26e81ad5%40swift.cs.tcd.ie&rnum=5 for some info about screen dpi
    PIXELS_PER_INCH = 96

    cursord = {
>       cursors.MOVE          : Gdk.Cursor.new(Gdk.CursorType.FLEUR),
        cursors.HAND          : Gdk.Cursor.new(Gdk.CursorType.HAND2),
        cursors.POINTER       : Gdk.Cursor.new(Gdk.CursorType.LEFT_PTR),
        cursors.SELECT_REGION : Gdk.Cursor.new(Gdk.CursorType.TCROSS),
        }
E   TypeError: constructor returned NULL

/usr/lib64/python2.7/site-packages/matplotlib/backends/backend_gtk3.py:55: TypeError
--------------------------------------------- Captured stderr call ---------------------------------------------

(py.test:22001): Gdk-CRITICAL **: gdk_cursor_new_for_display: assertion 'GDK_IS_DISPLAY (display)' failed

I used the

venn3([A,B,C], ('AA', 'BB','CC'))

where A and B and C are sets. But it does not show the len(A \interset B -C) I mean I have len(A \interset B -C)=35 but in venn give me nothing so len(A \interset B -C)=0? Could you please give me some help?

Hi Konstantin,

what do you think about adding this diagram? It's for consecutive sub-selection (subsets of subsets), and also area-proportional. I used rounded squares.

call like so:

venn_nested(sets, labels = [r'$\mathbf{%s}$ ($%d$)' % (string.ascii_uppercase[i], len(s)) for i, s in enumerate(sets)])

Cheers, Johannes

I get this this error:

NameError: name 'plt' is not defined

With this code:

import matplotlib_venn
matplotlib_venn.venn2((set((1, 2, 3)), set((3, 4, 5))))
plt.savefig('test.png')

I also tried the given example:

set1 = set(['A', 'B', 'C', 'D'])
set2 = set(['B', 'C', 'D', 'E'])
set3 = set(['C', 'D',' E', 'F', 'G'])

venn3([set1, set2, set3], ('Set1', 'Set2', 'Set3'))
plt.show()

Not only has pylab been discouraged for a long long time, but using explicit API means there's no need to avoid deprecation warnings (which means you won't miss other deprecation warnings, such as the one saying the import you're using to ignore deprecation warnings was itself deprecated.)

The latter part fixes tests on Matplotlib 3.6 (where the deprecation was expired.)

First of all, many thanks for this awesome package!

Not knowing Venn Diagrams and having little math background, I was first confused by the syntax (Abc, aBc, ABc, abC, AbC, aBC, ABC) - looking at Inclusion–exclusion principle I thought e.g. aBc meant |B|.

Anyway, what would really help would be to add a graphic to illustrate these areas. I created the following with the help of matplotlib-venn:

v = venn3(
    subsets=(
        500,
        500, 
        100,
        500,
        100,
        100,
        10),
    set_labels = ('A', 'B', 'C'))
v.get_label_by_id('100').set_text('Abc')
v.get_label_by_id('010').set_text('aBc')
v.get_label_by_id('001').set_text('abC')
v.get_label_by_id('110').set_text('ABc')
v.get_label_by_id('101').set_text('AbC')
v.get_label_by_id('011').set_text('aBC')
v.get_label_by_id('111').set_text('ABC')
plt.show()

Perhaps this could be added to the README.md?

It would be excellent if venn2 had an option to render Venn diagram regions with elements of the sets instead of the element count.

matplotlib_venn.venn2([set([1, 2, 3, 4, 5, 6, 7]), set([4, 5, 7, 10, 11])])

which produces this

Could have an option like this:

matplotlib_venn.venn2([set([1, 2, 3, 4, 5, 6, 7]), set([4, 5, 7, 10, 11])], render_elements=True)

which would instead produce this:

Ellipses provide more degrees of freedom, hence perhaps could be used to provide a more faithful representation of the data.

The use of ellipses would require a complete remake of the internal "region-cutting" algorithm (which is made specifically for circles). Relying on an external package such as shapely could be an easy solution.

... along with a general system for pluggable layouts. This would address most of issues being reported here regularly (#30, #34).

The main problem with current layout is that it sometimes results in circles positioned so that some of the 7 regions, corresponding to subsets simply is not present. The better layout should make sure each of the regions exists (even if it would misrepresent some of the other general patterns).

There are several approaches for implementing such logic:

• Applying the current layout, checking whether all the subset regions are present, increasing the weight of the missing regions and repeating until convergence.
• Formulating the "loss function" of the layout so that it would account both for quality of representation and non-zeroeness of the set areas, and finding the layout using scipy.optimize.

Internally the layout would probably be represented as a function, which, given subset sizes, returns the radii and centers of the circles. Externally the choice of the layout would be specified by the keyword parameter layout passed to the venn3/venn2 function. The value would be either None (default), string ('naive', 'optim', ...) or the function itself.

Hi,

I love this package, it's fantastic. I was wondering if you had any plans to extend it to 4-way venns as well. (Or know of a good python package for that?) As far as I know, proportional 4-way venns are not possible with circles or elipses, but even non-proportional ones would be quite useful.

Louis