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Józef H. Przytycki

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25: 101: 715: 730: 363:. Przytycki then returned to Poland, where he became an assistant professor at the University of Warsaw. From 1986 to 1995 he held visiting positions at the 725: 58: 735: 680: 105: 720: 700: 695: 690: 685: 429:
delays prevented Przytycki and Traczyk from receiving full recognition alongside the other six discoverers. Przytycki also introduced
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each semester since 1995. He also co-organized several international Knot Theory conferences in Europe, for example
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In 1987, Przytycki and Pawel Traczyk published a paper that included a description of what is now called the
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in a paper published in 1991; see also his entry in the online Encyclopedia of Mathematics.
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Przytycki co-authored more than 100 research papers, 25 conference proceedings and 2 books.
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Advanced School and Conference on Knot Theory and its Applications to Physics and Biology
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Przytycki, Józef H.; Traczyk, Pawel (1987). "Invariants of links of Conway type".
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Józef Przytycki is married to computational biologist and mathematician
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Przytycki received a Master of Science degree in mathematics from
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Przytycki, Józef H. (1991). "Skein modules of 3-manifolds".
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Bulletin of the Polish Academy of Sciences. Mathematics
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Columbia Graduate School of Arts and Sciences alumni
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They have two sons. 455: 257: 34:may rely excessively on sources 23: 639:Paul Richard (March 19, 2007). 616:. Encyclopedia of Mathematics. 606: 569: 542: 517: 502: 365:University of British Columbia 331:specializing in the fields of 1: 513:Mathematics Genealogy Project 467: 408:Mathematics Genealogy Project 16:Polish American mathematician 400:George Washington University 377:Institute for Advanced Study 316:[ˈjuzɛfpʂɨˈtɨt͡skʲi] 193:George Washington University 7: 711:University of Warsaw alumni 551:Kobe Journal of Mathematics 413: 10: 752: 319:; born 14 October 1953 in 452:, Trieste, Italy (2009). 448:(1998 and 2016), and the 373:Michigan State University 230: 226: 214: 198: 188: 180: 173: 163: 149: 135: 113: 98: 91: 444:(1995, 2003 and 2010), 253:Józef Henryk Przytycki 423:HOMFLY(PT) polynomial 381:Princeton, New Jersey 369:University of Toronto 525:"Józef H. Przytycki" 355:in mathematics from 349:University of Warsaw 140:University of Warsaw 632:"Personal web page" 438:Knots in Washington 357:Columbia University 343:Academic background 154:HOMFLYPT polynomial 144:Columbia University 509:Józef H. Przytycki 486:"Curriculum Vitae" 359:(1981) advised by 389:Odense University 250: 249: 175:Scientific career 87: 86: 79: 743: 657: 655: 653: 635: 618: 617: 610: 604: 603: 593: 573: 567: 566: 546: 540: 539: 537: 535: 521: 515: 506: 500: 499: 497: 495: 490: 481: 462:Teresa Przytycka 404:Washington, D.C. 318: 313: 309: 308: 305: 304: 301: 298: 295: 292: 289: 286: 283: 280: 276: 275: 272: 269: 266: 263: 246: 243: 241: 239: 237: 216:Doctoral advisor 210: 168:Teresa Przytycka 124:October 14, 1953 123: 121: 103: 89: 88: 82: 75: 71: 68: 62: 27: 19: 751: 750: 746: 745: 744: 742: 741: 740: 661: 660: 651: 649: 646:Washington Post 630: 627: 622: 621: 612: 611: 607: 584:(1–2): 91–100. 574: 570: 547: 543: 533: 531: 523: 522: 518: 507: 503: 493: 491: 488: 482: 475: 470: 458: 446:Knots in Hellas 442:Knots in Poland 416: 345: 327:), is a Polish 311: 277: 260: 256: 234: 208: 156: 142: 136:Alma mater 131: 125: 119: 117: 109: 94: 93:Józef Przytycki 83: 72: 66: 63: 48: 28: 17: 12: 11: 5: 749: 739: 738: 733: 728: 723: 718: 713: 708: 703: 698: 693: 688: 683: 678: 673: 659: 658: 636: 626: 625:External links 623: 620: 619: 614:"Skein module" 605: 568: 541: 516: 501: 472: 471: 469: 466: 457: 454: 415: 412: 351:in 1977 and a 344: 341: 248: 247: 232: 228: 227: 224: 223: 218: 212: 211: 202: 196: 195: 190: 186: 185: 182: 178: 177: 171: 170: 165: 161: 160: 151: 150:Known for 147: 146: 137: 133: 132: 126: 115: 111: 110: 104: 96: 95: 92: 85: 84: 31: 29: 22: 15: 9: 6: 4: 3: 2: 748: 737: 734: 732: 729: 727: 724: 722: 719: 717: 714: 712: 709: 707: 704: 702: 699: 697: 694: 692: 689: 687: 684: 682: 679: 677: 676:Living people 674: 672: 669: 668: 666: 648: 647: 642: 637: 633: 629: 628: 615: 609: 601: 597: 592: 587: 583: 579: 572: 564: 560: 556: 552: 545: 534:September 22, 530: 526: 520: 514: 510: 505: 487: 480: 478: 473: 465: 463: 456:Personal life 453: 451: 447: 443: 439: 434: 432: 431:skein modules 428: 424: 419: 411: 409: 405: 401: 396: 394: 390: 386: 382: 378: 374: 370: 366: 362: 358: 354: 350: 340: 338: 334: 330: 329:mathematician 326: 322: 317: 307: 254: 245: 233: 229: 225: 222: 219: 217: 213: 206: 203: 201: 197: 194: 191: 187: 183: 179: 176: 172: 169: 166: 162: 159: 158:Skein modules 155: 152: 148: 145: 141: 138: 134: 129: 116: 112: 107: 102: 97: 90: 81: 78: 70: 60: 56: 52: 46: 42: 38: 37: 32:This article 30: 26: 21: 20: 650:. 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Retrieved 459: 449: 445: 441: 435: 420: 417: 397: 346: 252: 251: 204: 189:Institutions 174: 73: 64: 49:Please help 33: 706:Topologists 671:1953 births 557:: 115–139. 361:Joan Birman 333:knot theory 221:Joan Birman 184:Mathematics 106:Oberwolfach 665:Categories 529:MathSciNet 468:References 391:, and the 242:/~przytyck 120:1953-10-14 51:improve it 41:verifiable 67:July 2020 55:citations 652:July 11, 494:July 11, 414:Research 337:topology 130:, Poland 600:1194712 563:0945888 511:at the 312:Polish: 231:Website 108:in 2008 45:neutral 598:  561:  427:Postal 383:, the 375:, the 367:, the 325:Poland 321:Warsaw 209:(1981) 207:  200:Thesis 181:Fields 164:Spouse 128:Warsaw 586:arXiv 489:(PDF) 654:2020 536:2019 496:2020 335:and 240:.edu 238:.gwu 236:home 114:Born 43:and 425:. 402:in 379:in 353:PhD 265:juː 57:to 667:: 643:. 596:MR 594:. 582:39 580:. 559:MR 553:. 527:. 476:^ 395:. 387:, 371:, 339:. 323:, 310:, 656:. 634:. 602:. 588:: 565:. 555:4 538:. 498:. 306:/ 303:i 300:k 297:s 294:ɪ 291:t 288:ˈ 285:ə 282:ʃ 279:p 274:f 271:ə 268:s 262:ˈ 259:/ 255:( 244:/ 122:) 118:( 80:) 74:( 69:) 65:( 61:. 47:.

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Oberwolfach
Warsaw
University of Warsaw
Columbia University
HOMFLYPT polynomial
Skein modules
Teresa Przytycka
George Washington University
Thesis
Doctoral advisor
Joan Birman
home.gwu.edu/~przytyck/
/ˈjuːsəfpʃəˈtɪski/
[ˈjuzɛfpʂɨˈtɨt͡skʲi]
Warsaw
Poland
mathematician
knot theory
topology
University of Warsaw
PhD

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