Topics in Category Theory Metadata
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Title
- Main Title Topics in Category Theory
Creator
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Author: Miller, Robert PatrickCreator Type: Personal
Contributor
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Chair: Lau, Yiu WaContributor Type: PersonalContributor Info: Major Professor
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Committee Member: Hagan, Melvin R.Contributor Type: PersonalContributor Info: Minor Professor
Publisher
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Name: North Texas State UniversityPlace of Publication: Denton, Texas
Date
- Creation: 1974-08
Language
- English
Description
- Content Description: The purpose of this paper is to examine some basic topics in category theory. A category consists of a class of mathematical objects along with a morphism class having an associative composition. The paper is divided into two chapters. Chapter I deals with intrinsic properties of categories. Various "sub-objects" and properties of morphisms are defined and examples are given. Chapter II deals with morphisms between categories called functors and the natural transformations between functors. Special types of functors are defined and examples are given.
- Physical Description: v, 79 leaves: ill.
Subject
- Keyword: categories in mathematics
- Keyword: functor theory
- Keyword: category theory
- Library of Congress Subject Headings: Categories (Mathematics)
- Library of Congress Subject Headings: Functor theory
Collection
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Name: UNT Theses and DissertationsCode: UNTETD
Institution
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Name: UNT LibrariesCode: UNT
Rights
- Rights Access: public
- Rights Holder: Miller, Robert Patrick
- Rights License: copyright
- Rights Statement: Copyright is held by the author, unless otherwise noted. All rights
Resource Type
- Thesis or Dissertation
Format
- Text
Identifier
- Accession or Local Control No: 1002773679-Miller
- Call Number: 379 N81 no. 4906
- UNT Catalog No.: b1074214
- OCLC: 1449596
- Archival Resource Key: ark:/67531/metadc663720
Degree
- Academic Department: Department of Mathematics
- Degree Discipline: Mathematics
- Degree Level: Master's
- Degree Name: Master of Science
- Degree Publication Type: thesi
- Degree Grantor: North Texas State University