Morita equivalence for m-regular quantales

PASEKA, Jan. Morita equivalence for m-regular quantales. In Proceedings of the Dresden Conference 2004 (AAA68) and the Summer School 2004. Klagenfurt: Verlag Johannes Heyn, 2005, p. 155-171. ISBN 3-7084-0163-8.

Basic information

Original name

Morita equivalence for m-regular quantales

Name in Czech

Moritova ekvivalence pro m-regulární kvantové svazy

Authors

PASEKA, Jan

Edition

Klagenfurt, Proceedings of the Dresden Conference 2004 (AAA68) and the Summer School 2004, p. 155-171, 17 pp. 2005

Publisher

Verlag Johannes Heyn

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Other information

Language

English

Type of outcome

Proceedings paper

Field of Study

10101 Pure mathematics

Country of publisher

Austria

Confidentiality degree

is not subject to a state or trade secret

RIV identification code

RIV/00216224:14310/05:00012534

Organization unit

Faculty of Science

ISBN

3-7084-0163-8

UT WoS

000234023000018

Keywords in English

quantale; quantale module; Morita equivalence; interior tensor product

Tags

interior tensor product, Morita equivalence, quantale, quantale module

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Abstract

In the original language

We lay the foundations of a Morita theory for (non-unital) quantales. The corresponding fundamental Morita-type representation theorems are shown.

In Czech

Jsou položeny základy Moritovy teorie pro obecně neunitální kvantové svazy. Zároveň jsou dokázány základní reprezentační věty Moritova typu.

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Links

GA201/02/0148, research and development project

Name: Kategoriální metody teorie struktur a informatiky Investor: Czech Science Foundation, Categorical Methods of the Theory of Structures and Computer Science