most citedSymmetry-based quantum algorithms for open-shop scheduling with hard constraints

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math.OC2026

Finite de Finetti for convex bodies and Polynomial Optimization

Julius A. Zeiss, Gereon Koßmann, René Schwonnek +1

Leveraging a recently proposed notion of relative entropy in general probabilistic theories (GPT), we prove a finite de Finetti representation theorem for general convex bodies. We…