Knowledge

Gregg Zuckerman

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Knapp, Anthony W.; Zuckerman, Gregg J. (1982), "Classification of irreducible tempered representations of semisimple groups. Part II",
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Knapp, Anthony W.; Zuckerman, Gregg J. (1982), "Classification of irreducible tempered representations of semisimple groups. Part I",
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Knapp, Anthony W.; Zuckerman, Gregg (1976), "Classification of irreducible tempered representations of semi-simple Lie groups",
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Zuckerman, Gregg (1977), "Tensor products of finite and infinite dimensional representations of semisimple Lie groups",
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in 1975 after completing a doctoral dissertation, titled "Some character identities for semisimple
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This article is about Gregory Jay Zuckerman. For the Wall Street Journal reporter, see
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Proceedings of the National Academy of Sciences of the United States of America
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Knapp, Anthony W.; Zuckerman, Gregg J. (1984), "Correction",
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Cohomological induction and unitary representations
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Some character identities for semisimple Lie groups
517: 45:(born 1949) is a mathematician and professor at 176:, Princeton Mathematical Series, vol. 45, 441: 389: 337: 257: 167: 165: 172:Knapp, Anthony W.; Vogan, David A. (1995), 171: 162: 315: 281: 215: 151: 124:and Zuckerman gave the classification of 120:In a series of papers from 1976 to 1984, 25: 518: 541:21st-century American mathematicians 536:20th-century American mathematicians 13: 14: 562: 504: 105:In the late 1970s, Zuckerman and 435: 383: 331: 251: 209: 145: 1: 498:Mathematics Genealogy Project 138: 113:. In 1978, he introduced the 93:", under the supervision of 76: 30:From left: Gregg Zuckerman, 7: 546:Princeton University alumni 100: 65:classified the irreducible 10: 567: 178:Princeton University Press 18: 152:Zuckerman, Gregg (1975). 109:independently introduced 126:tempered representations 67:tempered representations 551:Yale University faculty 283:10.1073/pnas.73.7.2178 39: 16:American mathematician 445:Annals of Mathematics 393:Annals of Mathematics 341:Annals of Mathematics 186:10.1515/9781400883936 71:semisimple Lie groups 51:representation theory 29: 111:translation functors 107:Jens Carsten Jantzen 87:Princeton University 85:in mathematics from 59:translation functors 274:1976PNAS...73.2178K 43:Gregg Jay Zuckerman 55:Zuckerman functors 40: 448:, Second Series, 396:, Second Series, 344:, Second Series, 195:978-0-691-03756-1 115:Zuckerman functor 21:Gregory Zuckerman 558: 485: 484: 439: 433: 432: 387: 381: 380: 335: 329: 328: 319: 285: 268:(7): 2178–2180, 255: 249: 248: 213: 207: 206: 169: 160: 159: 149: 122:Anthony W. Knapp 81:He received his 63:Anthony W. Knapp 53:. He discovered 36:Robert Fefferman 32:David J. Saltman 566: 565: 561: 560: 559: 557: 556: 555: 516: 515: 507: 502: 494:Gregg Zuckerman 489: 488: 458:10.2307/2007089 440: 436: 406:10.2307/2007019 388: 384: 354:10.2307/2007066 336: 332: 256: 252: 230:10.2307/1971097 214: 210: 196: 170: 163: 150: 146: 141: 103: 79: 47:Yale University 24: 17: 12: 11: 5: 564: 554: 553: 548: 543: 538: 533: 528: 514: 513: 506: 505:External links 503: 501: 500: 490: 487: 486: 434: 400:(3): 457–501, 382: 348:(2): 389–455, 330: 250: 224:(2): 295–308, 208: 194: 161: 143: 142: 140: 137: 102: 99: 95:Elias M. Stein 78: 75: 15: 9: 6: 4: 3: 2: 563: 552: 549: 547: 544: 542: 539: 537: 534: 532: 531:Living people 529: 527: 524: 523: 521: 512: 509: 508: 499: 495: 492: 491: 483: 479: 475: 471: 467: 463: 459: 455: 451: 447: 446: 438: 431: 427: 423: 419: 415: 411: 407: 403: 399: 395: 394: 386: 379: 375: 371: 367: 363: 359: 355: 351: 347: 343: 342: 334: 327: 323: 318: 313: 309: 305: 301: 297: 293: 289: 284: 279: 275: 271: 267: 263: 262: 254: 247: 243: 239: 235: 231: 227: 223: 219: 212: 205: 201: 197: 191: 187: 183: 179: 175: 168: 166: 157: 156: 148: 144: 136: 134: 131: 127: 123: 118: 116: 112: 108: 98: 96: 92: 88: 84: 74: 72: 68: 64: 60: 56: 52: 48: 44: 37: 33: 28: 22: 449: 443: 437: 397: 391: 385: 345: 339: 333: 265: 259: 253: 221: 217: 211: 173: 154: 147: 119: 104: 80: 42: 41: 526:1949 births 61:, and with 49:working in 38:, Yale 1979 520:Categories 452:(3): 639, 218:Ann. Math. 139:References 133:Lie groups 130:semisimple 91:Lie groups 511:Yale page 466:0003-486X 414:0003-486X 362:0003-486X 292:0027-8424 77:Education 326:16592331 101:Research 496:at the 482:0744867 474:2007089 430:0672840 422:2007019 378:0672840 370:2007066 308:0460545 270:Bibcode 246:0457636 238:1971097 204:1330919 480:  472:  464:  428:  420:  412:  376:  368:  360:  324:  317:430485 314:  306:  298:  290:  244:  236:  202:  192:  470:JSTOR 418:JSTOR 366:JSTOR 300:65732 296:JSTOR 234:JSTOR 220:, 2, 83:Ph.D. 462:ISSN 410:ISSN 358:ISSN 322:PMID 288:ISSN 190:ISBN 57:and 454:doi 450:119 402:doi 398:116 350:doi 346:116 312:PMC 278:doi 226:doi 222:106 182:doi 128:of 69:of 522:: 478:MR 476:, 468:, 460:, 426:MR 424:, 416:, 408:, 374:MR 372:, 364:, 356:, 320:, 310:, 304:MR 302:, 294:, 286:, 276:, 266:73 264:, 242:MR 240:, 232:, 200:MR 198:, 188:, 180:, 164:^ 135:. 117:. 97:. 73:. 34:, 456:: 404:: 352:: 280:: 272:: 228:: 184:: 158:. 23:.

Index

Gregory Zuckerman

David J. Saltman
Robert Fefferman
Yale University
representation theory
Zuckerman functors
translation functors
Anthony W. Knapp
tempered representations
semisimple Lie groups
Ph.D.
Princeton University
Lie groups
Elias M. Stein
Jens Carsten Jantzen
translation functors
Zuckerman functor
Anthony W. Knapp
tempered representations
semisimple
Lie groups
Some character identities for semisimple Lie groups


Princeton University Press
doi
10.1515/9781400883936
ISBN
978-0-691-03756-1

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