Knowledge

Godfried Toussaint

Source đź“ť

20: 218:
He died in July 2019 in Tokyo, Japan. He was in Tokyo to present his work on "The Levenshtein distance as a measure of mirror symmetry and homogeneity for binary digital patterns" in a special session titled "Design & Computation in Geovisualization" convened by the International Cartographic
308: 263:
of two numbers implicitly generates almost all the most important traditional rhythms of the world. His application of mathematical methods for tracing the roots of Flamenco music were the focus of two Canadian television programs.
176:. The first is contained in the minimum spanning tree, and the Urquhart graph contains the RNG, and is contained in the Delaunay triangulation. Since all these graphs are nested together they are referred to as the 277: 750: 177: 603: 407:, SecciĂłn de Publicaciones de la Escuela Tecnica Superior de Ingenieros Industriales, Universidad Politecnica de Madrid, 2002, pp. 195–198. 740: 745: 730: 469: 30:(1944 – July 2019) was a Canadian computer scientist, a professor of computer science, and the head of the Computer Science Program at 211:
there in 2007. After retiring from McGill, he became a professor of computer science and head of the computer science department at
501:
A. Adamatzky, "Developing proximity graphs by physarum polycephalum : Does the plasmodium follow the Toussaint hierarchy,"
324: 99: 425:, Volume 119, R. A. Melter, A. Rozenfeld and P. Bhattacharya (editors), American Mathematical Society, 1991, pp. 213–224. 725: 625: 315:
for his "outstanding contribution to research and education in Computational Geometry." In May 2001 he was honored with the
720: 735: 118: 304: 239:. From 2005 he was also a researcher at the Centre for Interdisciplinary Research in Music Media and Technology in the 129: 63: 346: 193: 403:
G. T. Toussaint, "Applications of the Erdős–Nagy theorem to robotics, polymer physics and molecular biology",
570: 212: 31: 586: 400:, and E. Rawdon, American Mathematical Society, Contemporary Mathematics, Vol. 304, 2002, pp. 269–285. 51: 693: 292: 145: 107: 240: 378:, J. Pach, and R. Pollack, Editors, in Contemporary Mathematics, Vol. 453, 2008, pp. 231–255. 260: 198:
Feature Evaluation Criteria and Contextual Decoding Algorithms in Statistical Pattern Recognition
103: 165: 161: 137: 39: 466: 219:
Association Commission on Visual Analytics at the 2019 International Cartographic Conference.
157: 83: 715: 710: 649: 528: 319:
for excellence in graduate supervision and teaching at McGill University. In 2009 he won a
248: 87: 75: 8: 285: 256: 189: 149: 79: 47: 396:, AMS Special Session on Physical Knotting, Linking, and Unknotting, Eds. J. A. Calvo, 370:, B. Gassend, J. O'Rourke, and G. T. Toussaint, "All polygons flip finitely... right?" 328: 232: 228: 208: 515: 477: 276:
by the Canadian Association of Computer Science. In 1978 he was the recipient of the
244: 204: 91: 43: 415: 386: 375: 153: 55: 667: 473: 397: 236: 59: 554: 299:
from the British Columbia Advanced Systems Institute. In 1995 he was given the
169: 141: 439:, G. T. Toussaint (ed.), North-Holland Publishing Co., 1985, pp. 335–375. 704: 332: 173: 95: 566: 389:
and J. O'Rourke, Chapman & Hall/CRC, New York, 2004, pp. 1135–1162.
19: 656:
Proceedings of BRIDGES: Mathematical Connections in Art, Music, and Science
367: 111: 71: 682: 410:
J. O'Rourke and G. T. Toussaint, "Pattern recognition", Chapter 43 in the
381:
J. O'Rourke and G. T. Toussaint, "Pattern recognition", Chapter 51 in the
251:
methods to the analysis of symbolically represented music in general, and
196:
for graduate study, completing his Ph.D. there in 1972. His dissertation,
392:
M. Soss and G. T. Toussaint, "Convexifying polygons in 3D: a survey", in
188:
Toussaint was born in 1944 in Belgium. After graduating in 1968 from the
133: 67: 42:
in Canada. He did research on various aspects of computational geometry,
488:
Selim G. Akl and Godfried T. Toussaint, "A fast convex hull algorithm,"
394:
Physical Knots: Knotting, Linking, and Folding Geometric Objects in R3
125: 35: 582: 627:
Commission on Visual Analytics Activities at the 2019 ICC in Tokyo
421:
G. T. Toussaint, "Computational geometry and computer vision", in
372:
Surveys on Discrete and Computational Geometry: Twenty Years Later
121:, and the annual Canadian Conference on Computational Geometry. 658:, Banff, Alberta, Canada, July 31 to August 3, 2005, pp. 47–56. 432:, G. T. Toussaint (ed.), North-Holland, 1988, pp. 229–260. 252: 650:
The Euclidean algorithm generates traditional musical rhythms
418:
and J. O'Rourke, CRC Press, New York, 1997, pp. 797–813.
38:, United Arab Emirates. He is considered to be the father of 364:, Editor, North-Holland Publishing Company, Amsterdam, 1988. 357:, Editor, North-Holland Publishing Company, Amsterdam, 1985. 144:
linear in the size of the input. In 1980 he introduced the
428:
G. T. Toussaint, "A graph-theoretical primal sketch", in
309:
Canadian Image Processing and Pattern Recognition Society
455: 435:
G. T. Toussaint, "Movable separability of sets", in
301:
Vice-Chancellor's Research Best-Practice Fellowship
164:. Three other well known proximity graphs are the 128:, he was an author and namesake of the efficient " 222: 136:of a planar point set. This algorithm exhibits a 702: 751:Academic staff of New York University Abu Dhabi 412:Handbook of Discrete and Computational Geometry 383:Handbook of Discrete and Computational Geometry 255:in particular. In 2004 he discovered that the 119:Annual ACM Symposium on Computational Geometry 227:He spent a year in the Music Department at 605:Mourning the Passing of Godfried Toussaint 338: 557:, McGill university, retrieved 2019-03-27 423:Vision Geometry, Contemporary Mathematics 247:. He applied computational geometric and 200:, was supervised by Robert W. Donaldson. 94:), and others. Other interests included 18: 331:to carry out a research project on the 16:Canadian computer scientist (1944–2019) 703: 325:Radcliffe Institute for Advanced Study 100:compass and straightedge constructions 741:University of British Columbia alumni 550: 548: 350:, Chapman and Hall/CRC, January 2013. 335:of the musical rhythms of the world. 297:Advanced Systems Institute Fellowship 581: 505:, Vol. 19, No. 1, 2009, pp. 105-127. 284:. In 1985 he was awarded a two-year 746:Academic staff of McGill University 731:Researchers in geometric algorithms 492:, Vol. 7, August 1978, pp. 219-222. 156:, and showed that it contained the 28:Godfried Theodore Patrick Toussaint 13: 672:McGill Reporter, January 26, 2006. 545: 14: 762: 516:Library of Congress catalog entry 307:in Australia. In 1996 he won the 64:visualization (computer graphics) 687: 676: 661: 640: 618: 596: 591:compgeom-announce mailing list 575: 560: 521: 508: 495: 490:Information Processing Letters 482: 460: 449: 347:The Geometry of Musical Rhythm 223:Mathematical research in music 207:faculty in 1972, and became a 194:University of British Columbia 132:" for the construction of the 1: 571:Mathematics Genealogy Project 456:New York University Abu Dhabi 443: 213:New York University Abu Dhabi 32:New York University Abu Dhabi 726:Canadian computer scientists 405:Año Mundial de la Matematica 282:Best Paper of the Year Award 183: 160:, and was a subgraph of the 52:k-nearest neighbor algorithm 7: 721:Belgian computer scientists 503:Parallel Processing Letters 293:Canada Council for the Arts 278:Pattern Recognition Society 146:relative neighborhood graph 117:He was a co-founder of the 108:music information retrieval 10: 767: 736:University of Tulsa alumni 289:Senior Research Fellowship 274:Lifetime Achievement Award 46:, and their applications: 295:. In 1988 he received an 272:In 2018 he was awarded a 267: 430:Computational Morphology 362:Computational Morphology 241:Schulich School of Music 138:computational complexity 339:Books and book chapters 305:University of Newcastle 261:greatest common divisor 148:(RNG) to the fields of 130:Akl–Toussaint algorithm 104:instance-based learning 683:G. Toussaint home page 518:, retrieved 2019-03-27 437:Computational Geometry 355:Computational Geometry 166:nearest neighbor graph 162:Delaunay triangulation 90:problem, unimodality ( 40:computational geometry 24: 158:minimum spanning tree 84:polygon triangulation 78:reconfiguration, the 22: 668:"Flamenco Forensics" 587:"Godfried Toussaint" 529:"Godfried Toussaint" 467:G. Toussaint profile 321:Radcliffe Fellowship 249:discrete mathematics 110:, and computational 88:largest empty circle 76:linkage (mechanical) 694:The Harvard Gazette 317:David Thomson Award 286:Izaak Walton Killam 257:Euclidean algorithm 190:University of Tulsa 178:Toussaint hierarchy 150:pattern recognition 80:art gallery problem 48:pattern recognition 567:Godfried Toussaint 472:2011-05-23 at the 329:Harvard University 259:for computing the 233:musical similarity 231:doing research on 229:Harvard University 209:professor emeritus 25: 23:Godfried Toussaint 646:G. T. Toussaint, 585:(July 19, 2019), 478:McGill University 360:G. T. Toussaint, 353:G. T. Toussaint, 344:G. T. Toussaint, 245:McGill University 205:McGill University 192:, he went to the 92:unimodal function 44:discrete geometry 758: 696: 691: 685: 680: 674: 665: 659: 644: 638: 637: 636: 635: 622: 616: 615: 614: 613: 600: 594: 593: 579: 573: 564: 558: 552: 543: 542: 541: 540: 533:Featured Authors 525: 519: 514:Birth date from 512: 506: 499: 493: 486: 480: 464: 458: 453: 154:machine learning 56:cluster analysis 766: 765: 761: 760: 759: 757: 756: 755: 701: 700: 699: 692: 688: 681: 677: 666: 662: 645: 641: 633: 631: 630:, June 13, 2019 624: 623: 619: 611: 609: 608:, July 22, 2019 602: 601: 597: 580: 576: 565: 561: 553: 546: 538: 536: 527: 526: 522: 513: 509: 500: 496: 487: 483: 474:Wayback Machine 465: 461: 454: 450: 446: 341: 270: 237:music cognition 225: 186: 60:motion planning 17: 12: 11: 5: 764: 754: 753: 748: 743: 738: 733: 728: 723: 718: 713: 698: 697: 686: 675: 660: 639: 617: 595: 574: 559: 544: 520: 507: 494: 481: 459: 447: 445: 442: 441: 440: 433: 426: 419: 408: 401: 390: 379: 365: 358: 351: 340: 337: 269: 266: 235:, a branch of 224: 221: 203:He joined the 185: 182: 170:Urquhart graph 142:expected value 15: 9: 6: 4: 3: 2: 763: 752: 749: 747: 744: 742: 739: 737: 734: 732: 729: 727: 724: 722: 719: 717: 714: 712: 709: 708: 706: 695: 690: 684: 679: 673: 669: 664: 657: 653: 651: 643: 629: 628: 621: 607: 606: 599: 592: 588: 584: 578: 572: 568: 563: 556: 551: 549: 534: 530: 524: 517: 511: 504: 498: 491: 485: 479: 475: 471: 468: 463: 457: 452: 448: 438: 434: 431: 427: 424: 420: 417: 416:J. E. Goodman 413: 409: 406: 402: 399: 395: 391: 388: 387:J. E. Goodman 384: 380: 377: 376:J. E. Goodman 373: 369: 368:E. D. Demaine 366: 363: 359: 356: 352: 349: 348: 343: 342: 336: 334: 333:phylogenetics 330: 326: 322: 318: 314: 313:Service Award 310: 306: 302: 298: 294: 290: 287: 283: 279: 275: 265: 262: 258: 254: 250: 246: 242: 238: 234: 230: 220: 216: 214: 210: 206: 201: 199: 195: 191: 181: 179: 175: 174:Gabriel graph 171: 167: 163: 159: 155: 151: 147: 143: 139: 135: 131: 127: 122: 120: 115: 113: 109: 105: 101: 97: 96:meander (art) 93: 89: 85: 81: 77: 73: 69: 65: 61: 57: 53: 49: 45: 41: 37: 33: 29: 21: 689: 678: 671: 663: 655: 647: 642: 632:, retrieved 626: 620: 610:, retrieved 604: 598: 590: 577: 562: 537:, retrieved 532: 523: 510: 502: 497: 489: 484: 462: 451: 436: 429: 422: 411: 404: 393: 382: 371: 361: 354: 345: 320: 316: 312: 300: 296: 288: 281: 273: 271: 226: 217: 202: 197: 187: 123: 116: 112:music theory 72:stuck unknot 27: 26: 716:2019 deaths 711:1944 births 535:, CRC Press 134:convex hull 124:Along with 68:knot theory 34:(NYUAD) in 705:Categories 634:2019-07-30 612:2019-07-30 539:2019-03-27 444:References 398:K. Millett 172:, and the 74:problem), 583:Bose, Jit 555:Biography 323:from the 184:Biography 126:Selim Akl 36:Abu Dhabi 470:Archived 569:at the 414:, Eds. 385:, Eds. 303:by the 291:by the 268:Awards 253:rhythm 168:, the 86:, the 140:with 152:and 476:at 327:at 311:'s 280:'s 243:at 58:), 707:: 670:, 654:, 589:, 547:^ 531:, 374:, 215:. 180:. 114:. 106:, 102:, 98:, 82:, 66:, 62:, 54:, 652:" 648:" 70:( 50:(

Index


New York University Abu Dhabi
Abu Dhabi
computational geometry
discrete geometry
pattern recognition
k-nearest neighbor algorithm
cluster analysis
motion planning
visualization (computer graphics)
knot theory
stuck unknot
linkage (mechanical)
art gallery problem
polygon triangulation
largest empty circle
unimodal function
meander (art)
compass and straightedge constructions
instance-based learning
music information retrieval
music theory
Annual ACM Symposium on Computational Geometry
Selim Akl
Akl–Toussaint algorithm
convex hull
computational complexity
expected value
relative neighborhood graph
pattern recognition

Text is available under the Creative Commons Attribution-ShareAlike License. Additional terms may apply.

↑