Summary

Coherence law for commutative strong monads.

Licensing

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TeX source

\documentclass{article}
\usepackage{xy}
\xyoption{all}

\begin{document}
\thispagestyle{empty}
\[
\xymatrix{
  &T(TA\otimes B)\ar[r]^{T(t'_{A,B})}&T^2(A\otimes B)\ar[dr]^{\mu_{A\otimes B}}\\
  TA\otimes TB\ar[ur]^{t_{TA,B}}\ar[dr]_{t'_{A,TB}}&&&T(A\otimes B)\\
  &T(A\otimes TB)\ar[r]_{T(t_{A,B})}&T^2(A\otimes B)\ar[ur]_{\mu_{A\otimes B}}
}
\]
\end{document}