Knowledge (XXG)

Preda Mihăilescu

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547: 532: 527: 542: 562: 311: 377: 557: 427: 482: 431: 492: 339: 552: 188: 102: 537: 204: 150: 200: 184: 134: 77: 522: 517: 393: 209: 460: 383: 326: 307: 301: 133:(born 23 May 1955) is a Romanian mathematician, best known for his proof of the 158-year-old 435: 402: 354: 109: 447: 414: 368: 443: 410: 391:
Mihăilescu, Preda (2004). "Primary Cyclotomic Units and a Proof of Catalan's Conjecture".
364: 177: 118: 497: 203:. This number-theoretical conjecture, formulated by the French and Belgian mathematician 511: 173: 165: 114: 65: 359: 157: 464: 330: 478: 207:
in 1844, had stood unresolved for 158 years. Mihăilescu's proof appeared in
146: 45: 161: 406: 501: 439: 487: 424:
Reflection, Bernoulli Numbers and the Proof of Catalan's Conjecture
340:"Catalan's Conjecture: Another old Diophantine problem solved" 187:, Germany. Since 2005, he has held a professorship at the 321:
Bilu, Yuri F.; Bugeaud, Yann; Mignotte, Maurice (2014).
108: 98: 90: 71: 61: 53: 28: 21: 160:. He studied mathematics and computer science in 493:Former Web page at Paderborn (no longer updated) 394:Journal für die reine und angewandte Mathematik 548:Academic staff of the University of Göttingen 156:After leaving Romania in 1973, he settled in 8: 291:P. J. Campbell (2002). "Science news 161". 382:(Ph.D. thesis). ETH Zurich. Archived from 183:For several years, he did research at the 18: 358: 228: 226: 379:Cyclotomy of rings and primality testing 170:Cyclotomy of rings and primality testing 222: 172:, was written under the direction of 7: 533:21st-century Romanian mathematicians 528:20th-century Romanian mathematicians 543:21st-century German mathematicians 14: 563:Romanian emigrants to Switzerland 428:European Congress of Mathematics 168:in 1997. His PhD thesis, titled 303:The Great Mathematical Problems 306:. Profile Books. p. 124. 1: 483:Mathematics Genealogy Project 432:European Mathematical Society 360:10.1090/s0273-0979-03-00993-5 300:Ian Stewart (7 March 2013). 295:. Vol. 75, no. 4. 199:In 2002, Mihăilescu proved 579: 459:. Universitext. Springer. 422:Mihăilescu, Preda (2005). 376:Mihăilescu, Preda (1997). 338:Metsänkylä, Tauno (2004). 558:Scientists from Bucharest 124: 83: 189:University of Göttingen 185:University of Paderborn 164:, receiving a PhD from 149:, he is the brother of 103:University of Göttingen 323:The Problem of Catalan 205:Eugène Charles Catalan 16:Romanian mathematician 488:Web page at Göttingen 455:Schoof, René (2008). 430:. Stockholm, Sweden: 407:10.1515/crll.2004.048 347:Bull. Amer. Math. Soc 457:Catalan's Conjecture 434:. pp. 325–340. 293:Mathematics Magazine 201:Catalan's conjecture 135:Catalan's conjecture 78:Catalan's conjecture 131:Preda V. Mihăilescu 151:Vintilă Mihăilescu 553:ETH Zurich alumni 498:Mihăilescu, Preda 313:978-1-84765-351-2 277:Bilu et al. 2014. 128: 127: 85:Scientific career 570: 538:Number theorists 479:Preda Mihăilescu 468: 451: 440:10.4171/009-1/21 418: 401:(572): 167–195. 387: 372: 362: 344: 334: 317: 296: 278: 275: 269: 266: 260: 259:Metsänkylä 2004. 257: 251: 250:Mihăilescu 1997. 248: 242: 239: 233: 230: 210:Crelle's Journal 110:Doctoral advisor 42: 38: 36: 23:Preda Mihăilescu 19: 578: 577: 573: 572: 571: 569: 568: 567: 508: 507: 475: 454: 421: 390: 375: 342: 337: 320: 314: 299: 290: 287: 282: 281: 276: 272: 267: 263: 258: 254: 249: 245: 240: 236: 231: 224: 219: 197: 178:Hendrik Lenstra 143: 119:Hendrik Lenstra 117: 76: 62:Alma mater 49: 43: 40: 34: 32: 24: 17: 12: 11: 5: 576: 574: 566: 565: 560: 555: 550: 545: 540: 535: 530: 525: 520: 510: 509: 506: 505: 500:in libraries ( 495: 490: 485: 474: 473:External links 471: 470: 469: 452: 419: 388: 386:on 2016-03-04. 373: 335: 318: 312: 297: 286: 283: 280: 279: 270: 261: 252: 243: 234: 221: 220: 218: 215: 196: 195:Major research 193: 142: 139: 126: 125: 122: 121: 112: 106: 105: 100: 96: 95: 92: 88: 87: 81: 80: 73: 72:Known for 69: 68: 63: 59: 58: 55: 51: 50: 44: 30: 26: 25: 22: 15: 13: 10: 9: 6: 4: 3: 2: 575: 564: 561: 559: 556: 554: 551: 549: 546: 544: 541: 539: 536: 534: 531: 529: 526: 524: 523:Living people 521: 519: 516: 515: 513: 503: 499: 496: 494: 491: 489: 486: 484: 480: 477: 476: 472: 466: 462: 458: 453: 449: 445: 441: 437: 433: 429: 425: 420: 416: 412: 408: 404: 400: 396: 395: 389: 385: 381: 380: 374: 370: 366: 361: 356: 352: 348: 341: 336: 332: 328: 324: 319: 315: 309: 305: 304: 298: 294: 289: 288: 284: 274: 271: 265: 262: 256: 253: 247: 244: 241:Campbell 2002 238: 235: 229: 227: 223: 216: 214: 212: 211: 206: 202: 194: 192: 190: 186: 181: 179: 175: 174:Erwin Engeler 171: 167: 163: 159: 154: 152: 148: 140: 138: 136: 132: 123: 120: 116: 115:Erwin Engeler 113: 111: 107: 104: 101: 97: 93: 89: 86: 82: 79: 74: 70: 67: 64: 60: 56: 52: 47: 41:(age 69) 31: 27: 20: 456: 423: 398: 392: 384:the original 378: 350: 346: 325:. Springer. 322: 302: 292: 273: 268:Schoof 2008. 264: 255: 246: 237: 232:Stewart 2013 208: 198: 182: 169: 155: 144: 130: 129: 99:Institutions 84: 518:1955 births 158:Switzerland 94:Mathematics 54:Nationality 39:23 May 1955 512:Categories 285:References 213:in 2004. 166:ETH Zürich 66:ETH Zürich 35:1955-05-23 465:656399081 353:: 43–57. 331:893117743 147:Bucharest 141:Biography 48:, Romania 46:Bucharest 504:catalog) 502:WorldCat 145:Born in 75:proving 57:Romanian 481:at the 448:2185753 415:2076124 369:2015449 463:  446:  413:  367:  329:  310:  162:Zürich 91:Fields 343:(PDF) 217:Notes 461:OCLC 399:2004 327:OCLC 308:ISBN 176:and 29:Born 436:doi 403:doi 355:doi 514:: 444:MR 442:. 426:. 411:MR 409:. 397:. 365:MR 363:. 351:41 349:. 345:. 225:^ 191:. 180:. 153:. 137:. 37:) 467:. 450:. 438:: 417:. 405:: 371:. 357:: 333:. 316:. 33:(

Index

Bucharest
ETH Zürich
Catalan's conjecture
University of Göttingen
Doctoral advisor
Erwin Engeler
Hendrik Lenstra
Catalan's conjecture
Bucharest
Vintilă Mihăilescu
Switzerland
Zürich
ETH Zürich
Erwin Engeler
Hendrik Lenstra
University of Paderborn
University of Göttingen
Catalan's conjecture
Eugène Charles Catalan
Crelle's Journal


The Great Mathematical Problems
ISBN
978-1-84765-351-2
OCLC
893117743
"Catalan's Conjecture: Another old Diophantine problem solved"
doi
10.1090/s0273-0979-03-00993-5

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