Knowledge (XXG)

Florian Pop

Source 📝

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Pop, Florian (1995). "Étale Galois covers of affine smooth curves. The geometric case of a conjecture of Shafarevich. On Abhyankar's conjecture".
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Pop, Florian (1990), "On the Galois theory of function fields of one variable over number fields",
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Pop, Florian (1994), "On Grothendieck's conjecture of birational anabelian geometry",
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Szamuely, Tamás (2004), "Groupes de Galois de corps de type fini (d'après Pop)",
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Kuhlmann, Franz-Viktor; Kuhlmann, Salma; Marshall, Murray (2003),
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Pop, Florian (1996), "Embedding problems over large fields",
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List of Gay-Lussac–von Humboldt Prize Prize winners
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prior to joining the University of Pennsylvania faculty.
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List of Fellows of the American Mathematical Society
620:Mathematicians at the University of Pennsylvania 119:for Mathematics, and in 2003 he was awarded the 236:Journal für die reine und angewandte Mathematik 610:Institute for Advanced Study visiting scholars 564: 507: 482:This article about a Romanian scientist is a 100:call his habilitation thesis, concerning the 73:, and (from 1996 to 2003) a professor at the 8: 635:Fellows of the American Mathematical Society 571: 557: 514: 500: 435: 605:Academic staff of the University of Bonn 98:Kuhlmann, Kuhlmann & Marshall (2003) 650:Romanian emigrants to the United States 136: 178:Valuation Theory and Its Applications 7: 640:21st-century Romanian mathematicians 600:20th-century Romanian mathematicians 525: 523: 458: 456: 157: 155: 123:. In 2012 he became a fellow of the 117:Gay-Lussac–von Humboldt Prize 615:University of Pennsylvania faculty 543:. You can help Knowledge (XXG) by 486:. You can help Knowledge (XXG) by 14: 527: 474: 467: 461: 535:This article about a European 65:. He has been a member of the 1: 182:American Mathematical Society 148:Mathematics Genealogy Project 125:American Mathematical Society 115:In 1996, Pop was awarded the 660:European mathematician stubs 625:Heidelberg University alumni 437:10.4007/annals.2010.172.2183 67:Institute for Advanced Study 676: 522: 455: 48:University of Pennsylvania 418:"Henselian implies large" 249:10.1515/crll.1990.406.200 207:, accessed on 2009-10-25. 655:Romanian scientist stubs 312:Inventiones Mathematicae 80:Pop's research concerns 63:University of Heidelberg 44:professor of mathematics 219:, retrieved 2013-05-26. 121:Romanian Order of Merit 61:in 1991, both from the 110:absolute Galois groups 28: 16:Romanian mathematician 423:Annals of Mathematics 416:Pop, Florian (2010). 359:Annals of Mathematics 274:Annals of Mathematics 227:Selected publications 22: 645:Arithmetic geometers 325:1995InMat.120..555P 86:arithmetic geometry 333:10.1007/bf01241142 90:anabelian geometry 82:algebraic geometry 75:University of Bonn 29: 630:People from Zalău 552: 551: 495: 494: 191:978-0-8218-3206-6 112:, a "milestone". 53:Pop received his 42:mathematician, a 667: 573: 566: 559: 531: 524: 516: 509: 502: 478: 473: 472: 471: 465: 457: 449: 439: 430:(3): 2183–2195. 412: 390: 352: 305: 267: 243:(406): 200–218, 220: 214: 208: 202: 196: 194: 173: 167: 166: 159: 150: 141: 102:characterization 57:in 1987 and his 675: 674: 670: 669: 668: 666: 665: 664: 580: 579: 578: 577: 521: 520: 466: 460: 453: 415: 393: 372:10.2307/2118581 355: 308: 287:10.2307/2946630 270: 232: 229: 224: 223: 215: 211: 203: 199: 192: 180:, vol. 2, 175: 174: 170: 161: 160: 153: 142: 138: 133: 23:Florian Pop at 17: 12: 11: 5: 673: 671: 663: 662: 657: 652: 647: 642: 637: 632: 627: 622: 617: 612: 607: 602: 597: 592: 582: 581: 576: 575: 568: 561: 553: 550: 549: 532: 519: 518: 511: 504: 496: 493: 492: 479: 451: 450: 413: 391: 353: 319:(1): 555–578. 306: 281:(1): 145–182, 268: 228: 225: 222: 221: 209: 197: 190: 168: 151: 135: 134: 132: 129: 34:(born 1952 in 15: 13: 10: 9: 6: 4: 3: 2: 672: 661: 658: 656: 653: 651: 648: 646: 643: 641: 638: 636: 633: 631: 628: 626: 623: 621: 618: 616: 613: 611: 608: 606: 603: 601: 598: 596: 595:Living people 593: 591: 588: 587: 585: 574: 569: 567: 562: 560: 555: 554: 548: 546: 542: 538: 537:mathematician 533: 530: 526: 517: 512: 510: 505: 503: 498: 497: 491: 489: 485: 480: 477: 470: 464: 459: 454: 447: 443: 438: 433: 429: 425: 424: 419: 414: 411: 407: 403: 399: 398: 392: 389: 385: 381: 377: 373: 369: 365: 361: 360: 354: 350: 346: 342: 338: 334: 330: 326: 322: 318: 314: 313: 307: 304: 300: 296: 292: 288: 284: 280: 276: 275: 269: 266: 262: 258: 254: 250: 246: 242: 238: 237: 231: 230: 226: 218: 213: 210: 206: 201: 198: 193: 187: 184:, p. v, 183: 179: 172: 169: 164: 158: 156: 152: 149: 145: 140: 137: 130: 128: 126: 122: 118: 113: 111: 107: 103: 99: 95: 94:Galois theory 91: 87: 83: 78: 76: 72: 68: 64: 60: 56: 51: 49: 45: 41: 37: 33: 26: 21: 545:expanding it 534: 488:expanding it 481: 452: 427: 421: 401: 395: 363: 357: 316: 310: 278: 272: 240: 234: 212: 200: 177: 171: 139: 114: 79: 59:habilitation 52: 31: 30: 590:1952 births 404:: 403–431, 366:(1): 1–34, 144:Florian Pop 104:of certain 32:Florian Pop 25:Oberwolfach 584:Categories 397:Astérisque 131:References 349:128157587 265:119934490 108:by their 71:Princeton 40:Romanian 446:2726108 410:2111651 388:1405941 380:2118581 362:, (2), 341:1334484 321:Bibcode 303:1259367 295:2946630 277:, (2), 257:1048241 146:at the 46:at the 38:) is a 27:in 2006 444:  408:  386:  378:  347:  339:  301:  293:  263:  255:  188:  106:fields 92:, and 539:is a 376:JSTOR 345:S2CID 291:JSTOR 261:S2CID 55:Ph.D. 36:Zalău 541:stub 484:stub 241:1990 186:ISBN 432:doi 428:172 402:294 368:doi 364:144 329:doi 317:120 283:doi 279:139 245:doi 69:in 586:: 442:MR 440:. 426:. 420:. 406:MR 400:, 384:MR 382:, 374:, 343:. 337:MR 335:. 327:. 315:. 299:MR 297:, 289:, 259:, 253:MR 251:, 239:, 154:^ 127:. 96:. 88:, 84:, 50:. 572:e 565:t 558:v 547:. 515:e 508:t 501:v 490:. 448:. 434:: 370:: 351:. 331:: 323:: 285:: 247:: 195:. 165:.

Index


Oberwolfach
Zalău
Romanian
professor of mathematics
University of Pennsylvania
Ph.D.
habilitation
University of Heidelberg
Institute for Advanced Study
Princeton
University of Bonn
algebraic geometry
arithmetic geometry
anabelian geometry
Galois theory
Kuhlmann, Kuhlmann & Marshall (2003)
characterization
fields
absolute Galois groups
Gay-Lussac–von Humboldt Prize
Romanian Order of Merit
American Mathematical Society
Florian Pop
Mathematics Genealogy Project


"Pop's CV from his University of Pennsylvania web site"
American Mathematical Society
ISBN

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