Developed new texture measures via convex functions and transformation costs, derived deterministic qubit conversion conditions, and established converse framework for convex-roof extended measures in quantum resource theory.
@informaq.bsky.socialExplore
@informaq.bsky.social@informaq.bsky.socialEstablishes quantum speed limit bounds via quantum-state texture quantifiers. Shows texture constraints affect quantum evolution speed under dephasing, dissipative, and amplitude damping dynamics with implications for quantum information processing.