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GrÚves Sur les GrÚves-Clos Sainte-Anne Aux Cras Le Bas des Teurons Aux Coucherias Clos de la Féguine Montée Rouge La
496: 463: 191: 732: 522: 827: 810: 803: 781: 272: 614: 430: 752: 364: 673: 85: 706: 647: 147: 555: 623:, Maurice (1998). "Embedding the 3x+1 Conjecture in a 3x+d Context". Experimental... 92:, but consider checking the search results below to see whether the topic is already covered. 767:, Maurice (1976). "Deux propriétés décidables des suites récurrentes linéaires"... 715:, Maurice (1976), "Deux propriétés décidables des suites récurrentes linéaires"... 695: 636: 603: 581: 544: 527:
fonts they are discernible from the digits "1" and "0". Collins, G. E.;
485: 452: 419: 386: 327: 294: 221: 180: 136: 8: 726: 516: 266: 358: 667: 397: 531:, M.; Winkler, F. (1983). "Arithmetic in basic algebraic domains" (PDF)... 564:, Maude (14 August 2022). "Louis Grillot, ancien sénateur de CÎte-d'Or et... 560:
12 August 2022, at the age of 90. "GRILLOT Louis". Senate (in French).
505:, M. (2012). Mathematics for computer algebra. Springer Science & Business... 439:, Maurice (2014). The Problem of Catalan. Springer. OCLC 893117743. MetsÀnkylÀ... 281:, M. (2012). Mathematics for computer algebra. Springer Science & Business... 11: 656:
shows that if n > 30, then U n {\displaystyle U_{n}} has a primitive prime...
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precursors », Blood, 1979 oct;54(4), p. 940-5 Romeo PH, Prandini MH, Joulin V,
373:, and S. Siksek proved that 8 and 144 are the only such non-trivial perfect... 435:
Profile Books. p. 124. ISBN 978-1-84765-351-2. Bilu, Yuri F.; Bugeaud, Yann;
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b + b2 +...+ bq-1 with b, n, t > 1 and q > 2. Yann Bugeaud and Maurice
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Tijdeman imply that the number of solutions in each case is finite. Bugeaud,
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bound can refer to a bound on coefficients of factor polynomials, see Landau-
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bound) is one of a family of inequalities concerning a univariate integer...
28: 711:(2012) instead cite a 1934 paper of Skolem for this result. Berstel, Jean; 678:
French merde. smerdare: to shame, to take down a peg or two. mignotta (pl.
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and algebraic computation (Vol. 4). Springer Science & Business Media.
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separation bound is sep ⁡ ( p ) > 3 | Δ ( p ) | n ( n + 1 ) / 2 ( ‖ p...
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and algebraic computation (Vol. 4). Springer Science & Business Media.
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V, Prenant M, Vainchenker W, Marguerie G, Uzan G., « Megakaryocytic and...
619:(1): 33–53. doi:10.4064/aa-56-1-33-53. ISSN 0065-1036. Belaga, Edward G.; 472:
bound. Let n be odd, square-free, and greater than 3. Then: 4 Ί n ( z )...
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finite number of perfect power Fibonacci numbers. In 2006, Y. Bugeaud, M.
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and Siksek solved equations of this type with A = 1 and 1 ≀ D ≀ 100. In...
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1–9. doi:10.1145/3531130.3533328. ISBN 978-1-4503-9351-5. Berstel, Jean;
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conjecture that only three perfect powers are Brazilian repunits. They...
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and Asmuth–Bloom schemes, which are explained below. As said before, the
824:. Political and social problems are likewise treated; and the MystĂšre du 820:
who, however, is no abstraction, but an honest baker with a wife called
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the original coefficients. This is not too far from the general Landau-
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bounds for root separation that are independent from the discriminant.
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In the case D is negative, a deep result of Bilu, Hanrot, Voutier and
808: 699: 640: 607: 548: 489: 456: 423: 390: 331: 298: 225: 184: 140: 38: 682:) : same meaning of puttana; according to some sources, it may... 39: 40: 233:Secret sharing using the Chinese remainder theorem 700: 641: 608: 549: 490: 457: 424: 391: 332: 299: 226: 185: 141: 694: 635: 602: 543: 484: 451: 418: 385: 376:86 KB (13,013 words) - 05:27, 14 September 2024 326: 293: 220: 179: 135: 770:37 KB (5,045 words) - 13:05, 14 September 2024 685:49 KB (4,817 words) - 13:56, 15 September 2024 626:58 KB (7,087 words) - 02:00, 18 September 2024 534:51 KB (7,391 words) - 20:09, 12 September 2024 508:31 KB (3,371 words) - 11:19, 11 September 2024 475:30 KB (5,071 words) - 10:49, 20 September 2024 317:7 KB (1,168 words) - 11:13, 12 September 2024 258:12 KB (2,222 words) - 16:25, 23 November 2023 170:271 bytes (59 words) - 18:04, 7 February 2024 744:13 KB (1,821 words) - 22:08, 24 August 2024 284:21 KB (2,163 words) - 06:24, 13 August 2024 211:14 KB (2,583 words) - 23:12, 12 August 2023 567:2 KB (88 words) - 18:23, 28 September 2023 339:Geometrical properties of polynomial roots 718:5 KB (572 words) - 20:18, 18 January 2023 593:9 KB (1,063 words) - 11:40, 22 March 2023 442:5 KB (347 words) - 07:05, 12 January 2023 409:14 KB (1,856 words) - 17:53, 28 June 2024 350:34 KB (5,351 words) - 02:57, 27 July 2024 777: 659:21 KB (3,958 words) - 23:51, 10 May 2024 86:create a draft and submit it for review 12: 816:1911 Encyclopédia Britannica/Drama/10 204:bound (sometimes only referred to as 247:utilize essentially this idea, the 9: 255:threshold secret sharing scheme... 90:request that a redirect be created 874: 693: 634: 601: 542: 483: 450: 417: 384: 325: 292: 219: 178: 134: 16: 782:Word definitions from Wiktionary 590:Clos des Avaux Champs Pimont... 241:threshold secret sharing scheme 1: 167:separation bound for zeros... 796:feminine singular of mignot 7: 759:Constant-recursive sequence 879: 84:" does not exist. You can 306:Ramanujan–Nagell equation 697:image layout frameless 638:image layout frameless 605:image layout frameless 546:image layout frameless 487:image layout frameless 454:image layout frameless 421:image layout frameless 388:image layout frameless 329:image layout frameless 296:image layout frameless 223:image layout frameless 182:image layout frameless 138:image layout frameless 811:Texts from Wikisource 497:Computational science 464:Cyclotomic polynomial 200:In algebra, a Landau- 800:f plural of mignotta 733:William Vainchenker 523:Positional notation 273:Applied mathematics 615:Collatz conjecture 365:Fibonacci sequence 36: 32: 698: 674:Italian profanity 639: 606: 547: 488: 455: 422: 389: 330: 297: 224: 183: 139: 34: 30: 17: 870: 847: 839: 823: 799: 795: 789: 766: 740: 714: 696: 681: 655: 637: 622: 604: 589: 563: 545: 530: 504: 486: 471: 453: 438: 431:Preda Mihăilescu 420: 405: 387: 372: 346: 328: 313: 295: 280: 254: 250: 244: 240: 222: 207: 203: 195: 181: 166: 162: 158: 150: 137: 109: 101: 68: 18: 878: 877: 873: 872: 871: 869: 868: 867: 866: 865: 845: 837: 833: 830: 828:See all results 825: 821: 818: 813: 806: 804:See all results 801: 797: 793: 791: 787: 784: 776: 773: 772: 771: 768: 764: 761: 755: 747: 746: 745: 742: 738: 735: 729: 721: 720: 719: 716: 712: 709: 703: 702: 701: 688: 687: 686: 683: 679: 676: 670: 662: 661: 660: 657: 653: 650: 644: 643: 642: 629: 628: 627: 624: 620: 617: 611: 610: 609: 596: 595: 594: 591: 587: 584: 578: 570: 569: 568: 565: 561: 558: 552: 551: 550: 537: 536: 535: 532: 528: 525: 519: 511: 510: 509: 506: 502: 499: 493: 492: 491: 478: 477: 476: 473: 469: 466: 460: 459: 458: 445: 444: 443: 440: 436: 433: 427: 426: 425: 412: 411: 410: 407: 403: 400: 394: 393: 392: 379: 378: 377: 374: 370: 367: 361: 353: 352: 351: 348: 344: 341: 335: 334: 333: 320: 319: 318: 315: 311: 308: 302: 301: 300: 287: 286: 285: 282: 278: 275: 269: 261: 260: 259: 256: 252: 248: 245: 238: 235: 229: 228: 227: 214: 213: 212: 209: 205: 201: 198: 193: 188: 187: 186: 173: 172: 171: 168: 164: 160: 156: 153: 148: 144: 143: 142: 128: 127: 107: 99: 95: 75: 69: 67: 66: 41: 37: 27: 26: 25: 24: 23: 15: 5: 876: 835: 834: 832: 831: 826: 819: 814: 809: 807: 802: 792: 785: 780: 775: 774: 769: 762: 757: 756: 751: 750: 748: 743: 736: 731: 730: 725: 724: 722: 717: 710: 707:Skolem problem 705: 704: 692: 691: 689: 684: 677: 672: 671: 666: 665: 663: 658: 651: 648:Lucas sequence 646: 645: 633: 632: 630: 625: 618: 613: 612: 600: 599: 597: 592: 585: 580: 579: 574: 573: 571: 566: 559: 554: 553: 541: 540: 538: 533: 526: 521: 520: 515: 514: 512: 507: 500: 495: 494: 482: 481: 479: 474: 467: 462: 461: 449: 448: 446: 441: 434: 429: 428: 416: 415: 413: 408: 401: 396: 395: 383: 382: 380: 375: 368: 363: 362: 357: 356: 354: 349: 342: 337: 336: 324: 323: 321: 316: 309: 304: 303: 291: 290: 288: 283: 276: 271: 270: 265: 264: 262: 257: 246: 231: 230: 218: 217: 215: 210: 199: 190: 189: 177: 176: 174: 169: 155:In algebra, a 154: 146: 145: 133: 132: 129: 97: 96: 77: 76: 71:Did you mean: 70: 65: 64: 59: 54: 49: 43: 42: 20: 19: 14: 13: 10: 6: 4: 3: 2: 875: 863: 859: 855: 851: 843: 829: 817: 812: 805: 790: 783: 778: 760: 754: 749: 734: 728: 723: 708: 690: 675: 669: 664: 649: 631: 616: 598: 583: 577: 572: 557: 556:Louis Grillot 539: 524: 518: 513: 498: 480: 465: 447: 432: 414: 399: 381: 366: 360: 355: 340: 322: 307: 289: 274: 268: 263: 242: 234: 216: 197: 175: 152: 131: 130: 125: 121: 117: 113: 105: 94: 93: 91: 87: 83: 74: 63: 60: 58: 55: 53: 50: 48: 47:Content pages 45: 44: 79: 78: 838:previous 20 582:Beaune wine 100:previous 20 345:Mignotte's 206:Mignotte's 165:Mignotte's 80:The page " 73:mignonette 57:Everything 52:Multimedia 236:(section 822:Mignotte 798:mignotte 794:mignotte 788:mignotte 765:Mignotte 739:Mignotte 713:Mignotte 680:mignotte 654:Mignotte 621:Mignotte 588:Mignotte 562:Mignotte 529:Mignotte 503:Mignotte 470:Mignotte 437:Mignotte 404:Mignotte 398:Repdigit 371:Mignotte 312:Mignotte 279:Mignotte 253:Mignotte 249:Mignotte 239:Mignotte 202:Mignotte 194:Mignotte 161:Mignotte 157:Mignotte 149:Mignotte 82:Mignotte 62:Advanced 29:Results 842:next 20 192:Landau- 163:bound, 104:next 20 836:View ( 98:View ( 31:1 – 20 196:bound 151:bound 862:500 858:250 854:100 844:) ( 840:| 124:500 120:250 116:100 106:) ( 102:| 88:or 33:of 860:| 856:| 852:| 850:50 848:| 846:20 122:| 118:| 114:| 112:50 110:| 108:20 35:45 864:) 243:) 126:)

Index

Content pages
Multimedia
Everything
Advanced
mignonette
Mignotte
create a draft and submit it for review
request that a redirect be created

50
100
250
500
Mignotte bound
Landau-Mignotte bound
Secret sharing using the Chinese remainder theorem
Mignotte threshold secret sharing scheme
Thumbnail for Applied mathematics
Applied mathematics
Ramanujan–Nagell equation
Geometrical properties of polynomial roots
Thumbnail for Fibonacci sequence
Fibonacci sequence
Repdigit
Preda Mihăilescu
Cyclotomic polynomial
Computational science
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Positional notation
Louis Grillot

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