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Category:Homological algebra

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This category has the following 3 subcategories, out of 7 total.
248:
The following 37 pages are in this category, out of 126 total.
194: 15: 526: 69: 356:Secondary calculus and cohomological physics 39:techniques that originated in the study of 250:This list may not reflect recent changes 245:Pages in category "Homological algebra" 527: 171: 43:but has also found applications to 13: 494:Weak equivalence (homotopy theory) 259: 183: 170: 14: 556: 18: 433:Topological Hochschild homology 428:Topological half-exact functor 1: 465:Universal coefficient theorem 243: 7: 10: 561: 535:Fields of abstract algebra 54:The main article for this 53: 423:Tensor product of modules 361:Section (category theory) 310:Projective representation 290:Principal ideal theorem 453:Triangulated category 418:Tate cohomology group 366:Severi–Brauer variety 346:Schanuel's lemma 371:Shapiro's lemma 334:Resolution (algebra) 61:Homological algebra 35:is a collection of 33:Homological algebra 540:Algebraic topology 280:Persistence module 224:Spectral sequences 49:algebraic geometry 41:algebraic topology 26:Mathematics portal 448:Transgression map 443:Torsion (algebra) 322:Quasi-isomorphism 305:Projective object 300:Projective module 552: 499:Weil conjectures 401:Standard complex 381:Short five lemma 376:Sheaf cohomology 351:Schur multiplier 295:Projective cover 229: 216: 203: 196: 28: 23: 22: 560: 559: 555: 554: 553: 551: 550: 549: 545:Category theory 525: 524: 523: 517: 516: 515: 503: 481: 477:Verdier duality 469: 457: 405: 396:Splitting lemma 338: 326: 314: 272: 242: 236: 235: 234: 231: 230: 218: 217: 211:Simplicial sets 205: 204: 193: 169: 168: 167: 166: 72: 65: 24: 17: 12: 11: 5: 558: 548: 547: 542: 537: 522:) (next page) 514: 513: 507: 504: 502: 501: 496: 491: 489:Weak dimension 485: 482: 480: 479: 473: 470: 468: 467: 461: 458: 456: 455: 450: 445: 440: 435: 430: 425: 420: 415: 409: 406: 404: 403: 398: 393: 388: 386:Six operations 383: 378: 373: 368: 363: 358: 353: 348: 342: 339: 337: 336: 330: 327: 325: 324: 318: 315: 313: 312: 307: 302: 297: 292: 287: 285:Perverse sheaf 282: 276: 273: 271: 270: 264: 261: 260: 246: 241:) (next page) 233: 232: 222: 221: 219: 209: 208: 206: 192: 191: 188: 185: 184: 174: 165: 164: 84: 79: 73: 71: 68: 66: 30: 29: 9: 6: 4: 3: 2: 557: 546: 543: 541: 538: 536: 533: 532: 530: 521: 520:previous page 512: 511:Zig-zag lemma 509: 508: 505: 500: 497: 495: 492: 490: 487: 486: 483: 478: 475: 474: 471: 466: 463: 462: 459: 454: 451: 449: 446: 444: 441: 439: 436: 434: 431: 429: 426: 424: 421: 419: 416: 414: 411: 410: 407: 402: 399: 397: 394: 392: 389: 387: 384: 382: 379: 377: 374: 372: 369: 367: 364: 362: 359: 357: 354: 352: 349: 347: 344: 343: 340: 335: 332: 331: 328: 323: 320: 319: 316: 311: 308: 306: 303: 301: 298: 296: 293: 291: 288: 286: 283: 281: 278: 277: 274: 269: 266: 265: 262: 258:) (next page) 257: 256:previous page 253: 251: 244: 240: 239:previous page 225: 220: 212: 207: 199: 195: 190: 189: 186: 182:) (next page) 181: 180:previous page 177: 173:Subcategories 172: 163: 160: 157: 154: 151: 148: 145: 142: 139: 136: 133: 130: 127: 124: 121: 118: 115: 112: 109: 106: 103: 100: 97: 94: 91: 88: 85: 83: 80: 78: 75: 74: 63: 62: 57: 52: 50: 46: 42: 38: 34: 27: 21: 16: 247: 198:Sheaf theory 175: 59: 45:group theory 32: 31: 438:Tor functor 413:T-structure 391:Snake lemma 202:(2 C, 57 P) 529:Categories 268:Nine lemma 70:Contents 37:algebraic 56:category 228:(20 P) 215:(29 P) 47:and 82:0–9 77:Top 58:is 531:: 252:. 226:‎ 213:‎ 200:‎ 51:. 518:( 506:Z 484:W 472:V 460:U 408:T 341:S 329:R 317:Q 275:P 263:N 254:( 237:( 187:S 178:( 162:Z 159:Y 156:X 153:W 150:V 147:U 144:T 141:S 138:R 135:Q 132:P 129:O 126:N 123:M 120:L 117:K 114:J 111:I 108:H 105:G 102:F 99:E 96:D 93:C 90:B 87:A 64:.

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