707 Documenta Math. Drinfeld Centers for Bicategories Ehud Meir and Markus Szymik

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Date: 2015-08-15 09:27:53 Algebra Abstract algebra Mathematics Category theory Functor Bicategory F-algebra Category of rings Monoidal category Morphism Center Category		707 Documenta Math. Drinfeld Centers for Bicategories Ehud Meir and Markus Szymik Add to Reading List Source URL: documenta.sagemath.org Download Document from Source Website File Size: 251,61 KB Share Document on Facebook

	707 Documenta Math. Drinfeld Centers for Bicategories Ehud Meir and Markus Szymik DocID: 1qNL6 - View Document
	Monoidal Indeterminates and Categories of Possible WorldsI C. Hermida, R. D. Tennent∗ School of Computing, Queen’s University, Kingston, Canada K7L 3N6 Abstract Given any symmetric monoidal category C, a small symmet DocID: 1qIeP - View Document
	UNPUBLISHEDA Cartesian Bicategory of Nondeterministic Arrows between Domains Eugene W. Stark1 Department of Computer Science DocID: 1qgfD - View Document
	Simona Paoli University of Leicester Weakly globular double categories Several notions of weak 2-categories exist in the literature. Among these are the classical notion of bicategory as well as that of Tamsamani weak 2- DocID: 1cUBw - View Document
	Igor Bakovi´ c University of Warsaw Grothendieck construction for bicategories The purpose of the talk is to describe a generalization of the Grothendieck construction. For any bicategory B, there are three di↵erent c DocID: 1cPe2 - View Document