Basic Concepts of Enriched Category Theory

Main
Mathematics - Algebra
Basic Concepts of Enriched Category...

Basic Concepts of Enriched Category Theory

G.M. Kelly

0 / 0

Bạn thích cuốn sách này tới mức nào?

Chất lượng của file scan thế nào?

Xin download sách để đánh giá chất lượng sách

Chất lượng của file tải xuống thế nào?

Originally published as: Cambridge University Press, Lecture Notes in Mathematics 64, 1982

Thể loại:

Mathematics - Algebra

Năm:

2012

Ngôn ngữ:

english

Trang:

143

File:

PDF, 699 KB

IPFS:

,

english, 2012

Tải vè (pdf, 699 KB)

Hoàn thành chuyển đổi thành trong

Chuyển đổi thành không thành công

Có thể bạn quan tâm

Emily Riehl — Category theory in context

D. E. Rydeheard, R.M. Burstall — Computational category theory

Michael Barr, Charles Wells — A supplement for Category theory for computing science

Andrea Asperti, Giuseppe Longo — Categories, Types, and Structures: An Introduction to Category Theory for the Working Computer Scientist (Foundations of Computing Series)

Saunders Mac Lane — Categories for the Working Mathematician

Francis Borceux — 001: Handbook of Categorical Algebra: Volume 1, Basic Category Theory

Francis Borceux — Handbook of Categorical Algebra: Volume 2, Categories and Structures

Tom Leinster — Basic Category Theory

Julia E. Bergner — The Homotopy Theory of (infinity,1)-Categories

J. Adámek, H. Herrlich, G. Strecker — Abstract and Concrete Categories - The Joy of Cats

J. Adámek, J. Rosický, E. M. Vitale — Algebraic Theories: A categorical introduction to general algebra

Filip Bár — Notes on Adjunctions, Monads and Lawvere Theories

Mario Caccamo, Glynn Winskel — Lecture Notes in Category Theory [Draft]

P. T. Johnstone — Part III - Category Theory

Marina Christina Lehner — "All Concepts are Kan Extensions": Kan Extensions as the Most Universal of the Universal Constructions

Emily Riehl — A survey of categorical concepts

Emily Riehl — Homotopy (limits and) colimits

Emily Riehl — Weighted limits and colimits [notes]

Jean Bénabou — Distributors at Work [expository notes]

Adamek J., Rosicky J., Vitale E.M — Algebraic theories. A categorical introduction to general algebra

Emily Riehl — Categorical homotopy theory

Ana Loredana Agore — Lecture notes on category theory

John Bourke — Codescent objects in 2-dimensional universal algebra

Applegate H., Barr M., Day B. — Reports of the Midwest Category Seminar IV

Emily Riehl — Category theory in context

Emily Riehl — Category theory in context

Jiri Adamek, Horst Herrlich, George E. Strecker — Abstract and concrete categories: the joy of cats

Emily Riehl — Category Theory in Context

Adámek, Jiří; Vitale, Enrico M.; Lawvere, Francis W.; Rosický, Jiří — Algebraic theories: a categorical introduction to general algebra

J. Adámek, J. Rosický, E. M. Vitale, F. W. Lawvere — Algebraic Theories: A Categorical Introduction to General Algebra

Max Kelly — Basic concepts of enriched category theory

J. Adamek, J. Rosicky — Locally presentable and accessible categories

Francis Borceux — Handbook of categorical algebra

Francis Borceux — Handbook of Categorical Algebra 2: Categories and Structures

Lurie J. — Higher Topos Theory

Michael Makkai, Robert Pare (ed.) — Accessible Categories: The Foundations of Categorical Model Theory

Fosco Loregian — (Co)end Calculus

Jacob Lurie — Higher Topos Theory (AM-170)

Ana Agore — A First Course in Category Theory

Joachim Lambek — Completions of Categories. Seminar 1966, Zuerich

G.M. Kelly — Category Seminar

Horst Schubert (auth.) — Categories

Từ khóa thường sử dụng nhất