Finite Group Databasebeta

Non-abelian indecomposable groups of order 128

← order 127 order 129 →

1999 non-abelian indecomposable groups of order 128.

Groups that are neither abelian nor a non-trivial direct product.

SmallGroupsgroup
(128, 2)#1270
(128, 3)#1271
(128, 4)#1272
(128, 5)#1273
(128, 6)#1274
(128, 7)#1275
(128, 8)#1276
(128, 9)#1277
(128, 10)#1278
(128, 11)#1279
(128, 12)#1280
(128, 13)#1281
(128, 14)#1282
(128, 15)#1283
(128, 16)#1284
(128, 17)#1285
(128, 18)#1286
(128, 19)#1287
(128, 20)#1288
(128, 21)#1289
(128, 22)#1290
(128, 23)#1291
(128, 24)#1292
(128, 25)#1293
(128, 26)#1294
(128, 27)#1295
(128, 28)#1296
(128, 29)#1297
(128, 30)#1298
(128, 31)#1299
(128, 32)#1300
(128, 33)#1301
(128, 34)#1302
(128, 35)#1303
(128, 36)#1304
(128, 37)#1305
(128, 38)#1306
(128, 39)#1307
(128, 40)#1308
(128, 41)#1309
(128, 43)#1311
(128, 44)#1312
(128, 45)#1313
(128, 46)#1314
(128, 47)#1315
(128, 48)#1316
(128, 49)#1317
(128, 50)#1318
(128, 51)#1319
(128, 52)#1320
(128, 53)#1321
(128, 54)#1322
(128, 55)#1323
(128, 56)#1324
(128, 57)#1325
(128, 58)#1326
(128, 59)#1327
(128, 60)#1328
(128, 61)D4⋊C16 #1329
(128, 62)#1330
(128, 63)#1331
(128, 64)#1332
(128, 65)#1333
(128, 66)#1334
(128, 67)#1335
(128, 68)#1336
(128, 69)Q8⋊C16 #1337
(128, 70)#1338
(128, 71)#1339
(128, 72)#1340
(128, 73)#1341
(128, 74)#1342
(128, 75)#1343
(128, 76)#1344
(128, 77)#1345
(128, 78)#1346
(128, 79)#1347
(128, 80)#1348
(128, 81)#1349
(128, 82)#1350
(128, 83)#1351
(128, 84)#1352
(128, 85)#1353
(128, 86)#1354
(128, 87)#1355
(128, 88)#1356
(128, 89)#1357
(128, 90)#1358
(128, 91)#1359
(128, 92)#1360
(128, 93)#1361
(128, 94)#1362
(128, 95)#1363
(128, 96)#1364
(128, 97)#1365
(128, 98)#1366
(128, 99)#1367
(128, 100)#1368
(128, 101)#1369
(128, 102)#1370
of 20

About group order →