Image:Lax monoidal funct assoc.png
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[edit] Summary
Coherence law for associativity of lax monoidal functors
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[edit] TeX source
\documentclass{article} \usepackage{xy} \xyoption{all} \newcommand{\C}{\mathcal C} \newcommand{\D}{\mathcal D} \begin{document} \thispagestyle{empty} \[ \xymatrix{ (FA\bullet FB)\bullet FC\ar[d]_{\phi_{A,B}\bullet 1}\ar[r]^{\alpha_\D}&FA\bullet(FB\bullet FC)\ar[d]^{1\bullet\phi_{B,C}}\\ F(A\otimes B)\bullet FC\ar[d]_{\phi_{A\otimes B,C}}&FA\bullet F(B\otimes C)\ar[d]^{\phi_{A,B\otimes C}}\\ F((A\otimes B)\otimes C)\ar[r]_{F\alpha_\C}&F(A\otimes(B\otimes C)) } \] \end{document}
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current | 20:23, 24 March 2006 | 364×199 (8 KB) | Smimram (Talk | contribs) | (Coherence law for associativity of lax monoidal functors) |
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