Optimal transportation for the determinant

Mathematics – Optimization and Control

Scientific paper

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Scientific paper

10.1051/cocv:2008006

Among $\R^3$-valued triples of random vectors $(X,Y,Z)$ having fixed marginal
probability laws, what is the best way to jointly draw $(X,Y,Z)$ in such a way
that the simplex generated by $(X,Y,Z)$ has maximal average volume? Motivated
by this simple question, we study optimal transportation problems with several
marginals when the objective function is the determinant or its absolute value.

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