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Denis-Charles Cisinski
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(∞,1)-operad
s
model structure on dendroidal sets
homotopy groups in an (∞,1)-topos
derivator
motivic cohomology
category of motives
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Revised on April 4, 2012 08:13:08 by
David Corfield
(129.12.18.29)
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simplicial set
,
cubical set
,
Gray tensor product
,
model structure on simplicial sets
,
Crans-Gray tensor product
,
category of fibrant objects
,
Pursuing Stacks
,
connection on a cubical set
,
Thomason model structure
,
Reedy category
,
generalized Reedy category
,
homotopy coherent nerve
,
homotopy theory of Grothendieck
,
(infinity,1)-categorical hom-space
,
anodyne morphism
,
homotopical algebra
,
Batanin omega-category
,
derivator
,
(infinity,1)-operad
,
spine
,
dendroidal set
,
motive
,
model structure on dendroidal sets
,
model structure on homotopical presheaves
,
motivic cohomology
,
weak factorization system on Set
,
stable derivator
,
test category
,
model structure on cubical sets
,
model structure on operads
,
transferred model structure
,
contributors to algebraic geometry
,
basic localizer
,
Cisinski model structure
,
geometric homotopy groups in an (infinity,1)-topos
,
noncommutative motive
,
Lawvere interval
,
six operations
,
dendroidal homotopy coherent nerve
,
model structure on presheaves over a test category
,
model structure on sSet-operads
,
model structure for Segal operads
,
locally cartesian closed (infinity,1)-category
,
model structure for dendroidal complete Segal spaces