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categorifying computations into components via arrows as profunctors categorifying computations into components via arrows as profunctors kazuyuki asada ichiro hasuo rims,…
theory and applications of categories, vol. 8, no. 3, 2001, pp. 33–53. on sifted colimits and generalized varieties j. adamek and j. rosicky abstract. filtered colimits,
mainchapter 1 amalgams, colimits, and conceptual blending felix bou, enric plaza, and marco schorlemmer abstract this chapter is a theoretical exploration of joseph goguen’s
contemporary mathematics 318 diagrammatic morphisms and applications ams special session on diagrammatic morphisms in algebra category theory and topology october 21-22 2000…
chapter 4 morphisms of vector spaces § 4.1 linear transformations the linear transformations are mappings between (two) vector spaces. they are similar to the homomorphisms…
algant master thesis compatibility of homotopy colimits and homotopy pullbacks of simplicial presheaves candidate: edoardo lanari advisor: dr matan prasma coadvisors: prof…
least fixed point (data) (* ! *) ! * μf = f (μf) = f (… (f 0)) = free f 0 instances of μf are “f-data-structures” or short “f-structures”. free monads (* ! *)…
documenta math 1225 lax colimits and free fibrations in ∞-categories david gepner1 rune haugseng and thomas nikolaus received: november 2 2015 revised: february 28 2017…
symplectic, poisson and noncommutative geometry msri publications volume 62, 2014 morphisms of cohft algebras and quantization of the kirwan map khoa lu nguyen, chris woodward…
ar x iv :m at h 06 10 19 4v 3 m at h. a t 1 j ul 2 00 9 homotopy limits and colimits and enriched homotopy theory michael shulman abstract. homotopy limits and colimits are…
thick morphisms and spinorsthick morphisms, action in classical and quantum mechanics and spinors thick morphisms and spinors sqs xix 26 august—31 august, yerevan,
msp algebraic geometric topology 14 2014 2223–2257 homotopy colimits of classifying spaces of abelian subgroups of a finite group cihan okay the classifying space bg of…
communications in analysis and geometry volume 14 number 5 847–881 2006 harmonic morphisms between weyl spaces and twistorial maps eric loubeau and radu pantilie we show…
mayer-vietoris presentations over colimits of rings by warren dicksf [received 16 october 1974—revised 3 march 1975] 1. summary if k ^ j£ b is a pushout in the category…
morphisms and categories comparing and transforming statement of sponsorship the jean piaget society and the fondation archives jean piaget encourage translations of important…
8/13/2019 the geometry of harmonic morphisms 1/63.the geometry of harmonic morphismsbysigmundur gudmundssonsubmitted in accordance with the regulations for the degree ofph.d.…
marco a. garuti june 18, 2010 abstract we give necessary and sufficient conditions for a finite flat morphism of schemes of character- istic p > 0 to be dominated by a
024j contents 1. introduction 1 2. conventions 2 3. unramified morphisms 2 4. three other characterizations of unramified morphisms 4 5. the functorial characterization of
limits and colimits of hopf algebras hans–e porst department of mathematics and computer science university of bremen 28359 bremen germany abstract it is shown that for…
least fixed point data * ! * ! * μf = f μf = f … f 0 = free f 0 instances of μf are “f-data-structures” or short “f-structures” free monads * ! * ! * ! * free…