Category theory in context
Riehl, Emily.
Category theory in context Emily Riehl. - New York: Dover Publications, 2016. - xvii, 240 pages ; 23 cm - Aurora: Dover modern math originals . - Aurora: Dover modern math originals. .
Includes index and bibliography.
Categories, functors, natural transformations -- Universal properties, representability, and the Yoneda lemma -- Limits and colimits -- Adjunctions -- Monads and their algebras -- All concepts are Kan extensions -- Epilogue : theorems in category theory.
9780486809038 (pbk) 048680903X (pbk)
2016498457
Categories (Mathematics)
Categories (Mathematics)
Functor theory.
Mathematics.
QA169 / .R54 2016
512.62 R444C
Category theory in context Emily Riehl. - New York: Dover Publications, 2016. - xvii, 240 pages ; 23 cm - Aurora: Dover modern math originals . - Aurora: Dover modern math originals. .
Includes index and bibliography.
Categories, functors, natural transformations -- Universal properties, representability, and the Yoneda lemma -- Limits and colimits -- Adjunctions -- Monads and their algebras -- All concepts are Kan extensions -- Epilogue : theorems in category theory.
9780486809038 (pbk) 048680903X (pbk)
2016498457
Categories (Mathematics)
Categories (Mathematics)
Functor theory.
Mathematics.
QA169 / .R54 2016
512.62 R444C