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Traced monoidal categories
Traced monoidal categories Page 1 Math. Proc. Gamb. Phil. Soc. (1996), 119, 447 4 4 7
Printed in Great Britain Traced monoidal categories BY ANDRE JOYAL De'partement de …
Printed in Great Britain Traced monoidal categories BY ANDRE JOYAL De'partement de …
An introduction to quantaloid-enriched categories
This survey paper, specifically targeted at a readership of fuzzy logicians and fuzzy set
theorists, aims to provide a gentle introduction to the basic notions of quantaloid-enriched …
theorists, aims to provide a gentle introduction to the basic notions of quantaloid-enriched …
[PDF][PDF] Mathematical proceedings of the cambridge philosophical society
M Born, RD Misra - 1940 - ericlord.neocities.org
The spinor representations of the rotation group in a six-dimensional space with indefinite
metric are shown to be four-component spinors, which become the usual Dirac spinors …
metric are shown to be four-component spinors, which become the usual Dirac spinors …
Framed bicategories and monoidal fibrations
In some bicategories, the 1-cells aremorphisms' between the 0-cells, such as functors
between categories, but in others they areobjects' over the 0-cells, such as bimodules …
between categories, but in others they areobjects' over the 0-cells, such as bimodules …
Categorical notions of fibration
Fibrations over a category B, introduced to category theory by Grothendieck, encode pseudo-
functors B op⇝ Cat, while the special case of discrete fibrations encodes presheaves B op→ …
functors B op⇝ Cat, while the special case of discrete fibrations encodes presheaves B op→ …
A unified framework for generalized multicategories
Notions of generalized multicategory have been defined in numerous contexts throughout
the literature, and include such diverse examples as symmetric multicategories, globular …
the literature, and include such diverse examples as symmetric multicategories, globular …
[PDF][PDF] On property-like structures
A category may bear many monoidal structures, but (to within a unique isomorphism) only
one structure of “category with finite products”. To capture such distinctions, we consider on …
one structure of “category with finite products”. To capture such distinctions, we consider on …
[ספר][B] Pseudo Limits, Biadjoints, and Pseudo Algebras: Categorical Foundations of Conformal Field Theory: Categorical Foundations of Conformal Field Theory
TM Fiore - 2006 - books.google.com
In this paper we develop the categorical foundations needed for working out completely the
rigorous approach to the definition of conformal field theory outlined by Graeme Segal. We …
rigorous approach to the definition of conformal field theory outlined by Graeme Segal. We …
Lex colimits
Many kinds of categorical structure require the existence of finite limits, of colimits of some
specified type, and of “exactness” conditions relating the finite limits and the specified …
specified type, and of “exactness” conditions relating the finite limits and the specified …
[HTML][HTML] Beck's theorem for pseudo-monads
IJ Le Creurer, F Marmolejo, EM Vitale - Journal of Pure and Applied …, 2002 - Elsevier
In this work we establish a 2-categorical analogue of Beck's theorem characterizing monadic
functors. We show that a 2-functor (a pseudo-functor) U is monadic iff it is a right pseudo …
functors. We show that a 2-functor (a pseudo-functor) U is monadic iff it is a right pseudo …