WILLIAMT. **TUTTE**, 1917{2002 ARTHUR M. HOBBS AND JAMESG. OXLEY 1. Introduction William Thomas **Tutte** (rhymes with\hut") was the leading graph and matroid theorist of his generation.

William T. **Tutte** (1917-2002) Arthur M. Hobbs and James G. Oxley 320 N OTICES OF THE AMS V OLUME 51, N UMBER 3 W illiam Thomas **Tutte** (rhymes with "hut") was the leading graph and ma-troid theorist of his generation.

Discrete Applied Mathematics 25 (1989) 105-127 North-Holland 105 A **TUTTE** POLYNOMIAL FOR SIGNED GRAPHS* Louis H. KAUFFMAN Department of Mathematics, Statistics clnd Computer Science, The University of Illinois at Chicago, Chicago, IL 60680, USA Received 9 January 1989 1.

Geometry &Topology 13 (2009) 709-741 709 Tuttechromatic identities from the Temperley-Liebalgebra P AUL F ENDLEY V YACHESLAV K RUSHKAL This paper introducesa conceptual framework, in the context of quantum topology and the algebras underlying it, for analyzing relations obeyed by the chromatic ...

Claw-decompositions and **Tutte**-orientations JÂ´anos BarÂ´at and Carsten Thomassen Department of Mathematics, Technical University of Denmark, DK-2800 Lyngby, Denmark October 14,2005 Abstract We conjecture that, for each tree T, there exists a natural number k T such that the following holds: If ...

301.405.ARTS DIRECTOR'S NOTE SYNOPSIS 7 CosÃ¬ fAN **tuttE** The wager over women's virtue can be traced as far back as 13th-century literature. From Boccaccio's Decameron to Shakespeare's Cymbeline, men have been betting on their wife's or girlfriend's virtue â€” sometimes they win but more often ...

Abstract A well-known formula of Tutteand Bergeexpresses the size of a maximum matching in a graph G in terms of what is usually called the deficiency.

**Tutte**'sThree-Edge-Coloring Conjecture Date Tuesday, September 13 Time4:30 pm Location 303Mudd Abstract: The four-colour theorem is equivalent to the statement that every planar cubic graph with no cut-edge is 3-edge-colourable.

WOLFGANG AMADEUS MOZART CosÃ¬ fan **tutte** ossia La scuola degli amanti K. 588 Facsimile of the Autograph Score Staatsbibliothek zu Berlin - PreuÃŸischer Kulturbesitz Biblioteka JagielloÅ„ska KrakÃ³w (Mus. ms. autogr.

HOW TO DRAW A GRAPH By W. T. **TUTTE** [Received 22 May 1962] 1. Introduction WE use the definitions of (11). However, in deference to some recent attempts to unify the terminology of graph theory we replace the term 'circuit' by 'polygon', and 'degree' by 'valency'.