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Daniel Bump

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Bump, D., Friedberg, S., & Hoffstein, J. (1996). "On some applications of automorphic forms to number theory",
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On the averages of characteristic polynomials from classical groups
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Bump, D., Choi, K. K., Kurlberg, P., & Vaaler, J. (2000).
57:, where he graduated in 1974. He obtained his Ph.D. from the 22:(born 13 May 1952) is a mathematician who is a professor at 543: 332:"List of Fellows of the American Mathematical Society" 624:
Stanford University Department of Mathematics faculty
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Brubaker, B., Bump, D., & Friedberg, S. (2011).
65:Among Bump's doctoral students is president of the 514:Page of a conference held in honor of Bump in 2012 426: 308:"Crystal Bases: Representations and Combinatorics" 233: 492:MAA Reviews, Mathematical Association of America 195:Schur polynomials and the Yang-Baxter equation 563: 447:Bulletin of the American Mathematical Society 133:Bulletin of the American Mathematical Society 8: 604:Fellows of the American Mathematical Society 111:(1992). "Symmetric square L-functions on GL( 570: 556: 458: 416: 407: 398: 226: 166:Journal of Combinatorial Theory, Series A 323: 46:, as well as mathematical exposition". 482:Zaldivar, Felipe (December 17, 2013). 67:National Association of Mathematicians 441:Topics in classical automorphic forms 437:Automorphic forms and representations 253:Automorphic forms and representations 7: 599:21st-century American mathematicians 594:20th-century American mathematicians 524: 522: 427:{\displaystyle SL_{2}(\mathbf {R} )} 30:since 2015, for "contributions to 14: 61:in 1982 under the supervision of 526: 417: 147:"A local Riemann hypothesis, I" 421: 413: 389:Rogawski, Jonathan D. (1998). 1: 460:10.1090/S0273-0979-98-00756-3 378:Mathematics Genealogy Project 141:10.1090/S0273-0979-96-00654-4 28:American Mathematical Society 614:University of Chicago alumni 542:. You can help Knowledge by 121:, 136(1), pp. 137–205. 135:, 33(2), pp. 157–175. 104:, 102(1), pp. 543–618. 645: 521: 257:Cambridge University Press 221:Automorphic forms on GL(3, 509:Personal page at Stanford 207:10.1007/s00220-011-1345-3 189:10.1007/s00220-006-1503-1 151:Mathematische Zeitschrift 101:Inventiones Mathematicae 26:. He is a fellow of the 353:"Daniel Bump's Profile" 201:, 308(2), pp. 281–301. 183:, 265(1), pp. 227–274. 63:Walter Lewis Baily, Jr. 428: 235: 16:American mathematician 534:This article about a 429: 393:Automorphic forms on 236: 168:, 97(2), pp. 252–271. 118:Annals of Mathematics 76:Selected publications 59:University of Chicago 36:representation theory 397: 225: 44:random matrix theory 629:Mathematician stubs 609:Reed College alumni 355:. Stanford Profiles 199:Commun. Math. Phys. 181:Commun. Math. Phys. 153:, 233(1), pp. 1–18. 24:Stanford University 424: 374:Daniel Willis Bump 268:Algebraic Geometry 231: 20:Daniel Willis Bump 551: 550: 298:2nd edition, 2013 278:Bump, D. (2004). 265:Bump, D. (1998). 251:Bump, D. (1996). 234:{\displaystyle R} 218:Bump, D. (1984). 162:"Toeplitz minors" 636: 572: 565: 558: 530: 523: 496: 495: 479: 473: 472: 462: 439:by D. Bump, and 433: 431: 430: 425: 420: 412: 411: 386: 380: 371: 365: 364: 362: 360: 349: 343: 342: 340: 339: 328: 312:World Scientific 302:Bump, D., & 273:World Scientific 261:1998 pbk edition 240: 238: 237: 232: 156:Bump, D., & 107:Bump, D., & 51:Bachelor of Arts 644: 643: 639: 638: 637: 635: 634: 633: 579: 578: 577: 576: 519: 505: 500: 499: 488:by Daniel Bump" 481: 480: 476: 403: 395: 394: 388: 387: 383: 372: 368: 358: 356: 351: 350: 346: 337: 335: 330: 329: 325: 320: 246:Springer-Verlag 223: 222: 215: 127:10.2307/2946548 83: 78: 17: 12: 11: 5: 642: 640: 632: 631: 626: 621: 616: 611: 606: 601: 596: 591: 581: 580: 575: 574: 567: 560: 552: 549: 548: 531: 517: 516: 511: 504: 503:External links 501: 498: 497: 474: 453:(3): 253–263. 443:by H. Iwaniec" 423: 419: 415: 410: 406: 402: 391:"Book Review: 381: 366: 344: 322: 321: 319: 316: 315: 314: 300: 294:978-0387211541 276: 263: 249: 230: 214: 211: 210: 209: 191: 169: 154: 143: 129: 105: 82: 79: 77: 74: 15: 13: 10: 9: 6: 4: 3: 2: 641: 630: 627: 625: 622: 620: 617: 615: 612: 610: 607: 605: 602: 600: 597: 595: 592: 590: 589:Living people 587: 586: 584: 573: 568: 566: 561: 559: 554: 553: 547: 545: 541: 537: 536:mathematician 532: 529: 525: 520: 515: 512: 510: 507: 506: 502: 493: 489: 487: 478: 475: 470: 466: 461: 456: 452: 448: 444: 442: 438: 435:by A. Borel, 434: 408: 404: 400: 385: 382: 379: 375: 370: 367: 354: 348: 345: 333: 327: 324: 317: 313: 309: 305: 301: 299: 295: 291: 287: 283: 282: 277: 274: 270: 269: 264: 262: 258: 254: 250: 247: 243: 242: 228: 217: 216: 212: 208: 204: 200: 196: 192: 190: 186: 182: 178: 174: 170: 167: 163: 159: 155: 152: 148: 144: 142: 138: 134: 130: 128: 124: 120: 119: 114: 110: 109:Ginzburg, D. 106: 103: 102: 97: 93: 92:Hoffstein, J. 89: 88:Friedberg, S. 85: 84: 80: 75: 73: 71: 68: 64: 60: 56: 52: 47: 45: 41: 40:combinatorics 37: 33: 32:number theory 29: 25: 21: 544:expanding it 533: 518: 491: 485: 477: 450: 446: 440: 436: 392: 384: 369: 357:. Retrieved 347: 336:. Retrieved 326: 304:Schilling A. 280: 267: 252: 220: 198: 194: 180: 176: 165: 158:Diaconis, P. 150: 132: 116: 112: 99: 55:Reed College 48: 19: 18: 619:1952 births 484:"Review of 173:Gamburd, A. 70:Edray Goins 583:Categories 486:Lie groups 338:2016-05-11 318:References 281:Lie Groups 171:Bump, D., 86:Bump, D., 469:0273-0979 334:. ams.org 49:He has a 359:25 April 306:(2017). 286:Springer 175:(2006). 160:(2002). 94:(1990). 90:, & 81:Articles 376:at the 467:  292:  42:, and 538:is a 213:Books 53:from 540:stub 465:ISSN 361:2019 290:ISBN 115:)". 455:doi 203:doi 185:doi 137:doi 123:doi 585:: 490:. 463:. 451:35 449:. 445:. 310:. 296:. 288:. 284:. 271:. 259:. 255:. 244:, 197:, 179:, 164:. 149:. 98:. 72:. 38:, 34:, 571:e 564:t 557:v 546:. 494:. 471:. 457:: 422:) 418:R 414:( 409:2 405:L 401:S 363:. 341:. 275:. 248:. 241:) 229:R 205:: 187:: 139:: 125:: 113:r

Index

Stanford University
American Mathematical Society
number theory
representation theory
combinatorics
random matrix theory
Bachelor of Arts
Reed College
University of Chicago
Walter Lewis Baily, Jr.
National Association of Mathematicians
Edray Goins
Friedberg, S.
Hoffstein, J.
"Nonvanishing theorems for L-functions of modular forms and their derivatives"
Inventiones Mathematicae
Ginzburg, D.
Annals of Mathematics
doi
10.2307/2946548
doi
10.1090/S0273-0979-96-00654-4
"A local Riemann hypothesis, I"
Diaconis, P.
"Toeplitz minors"
Gamburd, A.
doi
10.1007/s00220-006-1503-1
doi
10.1007/s00220-011-1345-3

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