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» Universality of Coproducts in Categories of Lax Algebras
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ACS
2006
13 years 5 months ago
Universality of Coproducts in Categories of Lax Algebras
Abstract. Categories of lax (T, V )-algebras are shown to have pullbackstable coproducts if T preserves inverse images. The general result not only gives a common proof of this pro...
Mojgan Mahmoudi, Christoph Schubert, Walter Tholen
MSCS
2007
92views more  MSCS 2007»
13 years 4 months ago
Restriction categories III: colimits, partial limits and extensivity
ction category is an abstract formulation for a category of partial maps, defined in terms of certain specified idempotents called the restriction idempotents. All categories of...
J. Robin B. Cockett, Stephen Lack