Non-convex star-shaped quantum resource theories are developed to model properties beyond convex frameworks, demonstrating operational advantages in discrimination tasks, discord description, and non-Markovianity estimation.
Algebraic and geometric ideas in the theory of discrete optimization
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Quantum Resource Theories beyond Convexity
Non-convex star-shaped quantum resource theories are developed to model properties beyond convex frameworks, demonstrating operational advantages in discrimination tasks, discord description, and non-Markovianity estimation.