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Date: 2007-03-13 11:22:29 Topology Braid groups Order theory Group theory Dehornoy order Representation theory Braid theory Mapping class group Patrick Dehornoy Abstract algebra Knot theory Mathematics		Add to Reading List Source URL: www.math.unicaen.fr Download Document from Source Website File Size: 110,43 KB Share Document on Facebook

	Braid Order: History and Connection with Knots Patrick Dehornoy Laboratoire de Math´ ematiques Nicolas Oresme, Universit´ DocID: R9iV - View Document
	Patrick DEHORNOY Ivan DYNNIKOV Dale ROLFSEN Bert WIEST WHY ARE BRAIDS ORDERABLE? DocID: Np1Q - View Document
	UNPROVABILITY RESULTS INVOLVING BRAIDS LORENZO CARLUCCI, PATRICK DEHORNOY, AND ANDREAS WEIERMANN Abstract. We construct long sequences of braids that are descending with respect to the standard order of braids (“Dehorn DocID: 7bLc - View Document
	STILL ANOTHER APPROACH TO THE BRAID ORDERING PATRICK DEHORNOY Abstract. We develop a new approach to the linear ordering of the braid group Bn , based on investigating its restriction to the set Div(∆dn ) of all diviso DocID: 7bDd - View Document
	SET-THEORETIC SOLUTIONS OF THE YANG–BAXTER EQUATION, RC-CALCULUS, AND GARSIDE GERMS PATRICK DEHORNOY Abstract. Building on a result by W. Rump, we show how to exploit the right-cyclic law (xy)(xz) = (yx)(yz) in order t DocID: 6Pda - View Document