FREE FUNCTOR FROM THE CATEGORY OF G-NOMINAL SETS TO G-01-NOMINAL SETS

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MAHMOUDI MOJGAN; Keshvardoust Khadijeh

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Seminar Paper

Paper Information

Seminar: IRANIAN ALGEBRA SEMINAR
Year:2016 | Issue:25

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Information Seminar Paper

Title

FREE FUNCTOR FROM THE CATEGORY OF G-NOMINAL SETS TO G-01-NOMINAL SETS

Author(s)

MAHMOUDI MOJGAN | Keshvardoust Khadijeh

Keywords

NOMINAL SETS

01-NOMINAL SETS

SUPPORT

ADJOINT FUNCTOR

Abstract

THE CATEGORYNOM, OF ALL FINITELY SUPPORTED G-SETS, CALLED THE G-NOMINAL SETS, WHERE G=PERMF(D) IS THE GROUP OF FINITARY PERMUTATIONS OVER A COUNTABLE INFINITE SET D, IS A SUBJECT OF INTEREST BY BOTH SET THEORISTS AND COMPUTER SCIENTISTS. THE CATEGORY 01-NOM, OF ALL G-NOMINAL SETS EQUIPPED WITH THE SOURCE AND THE TARGET OPERATIONS, WAS INTRODUCED BY PITTS.IN THIS PAPER, WE STUDY THE EXISTENCE OF THE FREE OBJECTS IN THE CATEGORY 01-NOM OVER G-NOMINAL SETS.

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APA: Copy

MAHMOUDI, MOJGAN. (). . . SID. https://sid.ir/paper/938683/en

Vancouver: Copy

MAHMOUDI MOJGAN. . . Available from: https://sid.ir/paper/938683/en

IEEE: Copy

MOJGAN MAHMOUDI, “,” presented at the . , [Online]. Available: https://sid.ir/paper/938683/en

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