In this talk, we discuss non-commutative optimal transport with convex regularization in a static and finite-dimensional setting. In particular, we will focus on the case when symmetry constraints (bosonic/fermionic) are enforced, and discuss a variational interpretation of the Pauli exclusion principles in terms of a dual formulation of the transport problem.
Back to Workshop I: Optimal Transport for Density Operators: Theory and Numerics
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