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see.tex
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see.tex
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% Basic Category Theory
% Tom Leinster <[email protected]>
%
% Copyright (c) Tom Leinster 2014-2016
%
% Cross-references in index
%
\index{bilinear|see{map, bilinear}}
\index{category!comma|see{comma category}}
\index{category!slice|see{slice category}}
\index{counit|see{unit and counit}}
\index{diagonal|see{functor, diagonal}}
\index{discrete|see{category, discrete \emph{and} topological space, discrete}}
\index{element!least|see{least element}}
\index{figure|see{element, generalized}}
\index{forgetful|see{functor, forgetful}}
\index{full|see{functor, full \emph{and} subcategory, full}}
\index{generalized element|see{element, generalized}}
\index{group!representation of|see{representation}}
\index{image!inverse|see{inverse image}}
\index{initial|see{object, initial \emph{and} set, weakly initial}}
\index{integers|see{$\integers$}}
\index{natural isomorphism|see{isomorphism, natural}}
\index{preimage|see{inverse image}}
\index{preservation|see{limit, preservation of}}
\index{representable|see{functor, representable}}
\index{terminal|see{object, terminal}}
\index{arrow|seealso{map}}
\index{category!one-object|seealso{monoid \emph{and} group}}
\index{cocone|seealso{cone}}
\index{coequalizer|seealso{equalizer}}
\index{colimit|seealso{limit}}
\index{coproduct|seealso{sum}}
\index{disjoint union|seealso{set, category of, sums in}}
\index{epic|seealso{monic}}
\index{epimorphism|seealso{epic}}
\index{exponential|seealso{set of functions}}
\index{fibred product|seealso{pullback}}
\index{G-set@$G$-set|seealso{monoid, action of}}
\index{group|seealso{monoid}}
\index{group!action of|seealso{monoid, action of}}
\index{homotopy|seealso{group, fundamental}}
\index{monoid!action of|seealso{group, action of}}
\index{monomorphism|seealso{monic}}
\index{morphism|seealso{map}}
\index{natural numbers|seealso{arithmetic}}
\index{object!terminal|seealso{object, initial}}
\index{partially ordered set|seealso{ordered set}}
\index{polynomial|seealso{ring, polynomial}}
\index{poset|seealso{ordered set}}
\index{preorder|seealso{ordered set}}
\index{pushout|seealso{pullback}}
\index{relation|seealso{equivalence relation}}
\index{sum|seealso{product}}
\index{topological space|seealso{homotopy \emph{and} group, fundamental}}
\index{vector space|seealso{bilinear map}}