Jim talks with Gilad Gour of the University of Toronto about quantum resource theories. These are theories of largish systems that describe the relationships between possible states by the different levels of resources required for each. By using resources, a system can move from one state to another. This results in a partial order where between two states there could be two different states inaccessible to one another. Although (usually) these coalesce into an order based on a single property of thermodynamically-sized systems, the entropy, a few do not.
Show Notes: http://frontiers.physicsfm.com/68
Episode 77: Maxwellian Ratchets with Alex Jurgens
Episode 76: Undeciability and Theories of Everything with Claus Kiefer
Episode 75: Categorical Probability and the Measurement Problem
Episode 74: Stochastic Thermodynamics with David Wolpert
Episode 73: Quantum Money with Jiahui Liu
Episode 72: Born Rule and Gravity with Antony Valentini
Episode 71: Primordial Graviton Background
Episode 70: Path Integrals and Entanglement with Ken Wharton
Episode 69: The Flavor Puzzle with Joe Davighi
Episode 67: Optical Gravity with Matthew R. Edwards
Episode 66: The Limit of General Relativity with James Owen Weatherall
Episode 65: Causality, Time and the Experiment Paradox with Michal Eckstein
Episode 64: Born's Rule with Blake Stacey
Episode 63: Gleason's Theorem with Blake Stacey
Episode 62: Deformed Special Relativity
Episode 61: Dark Stars
Episode 60: Warp Bubbles
Episode 59: The Hubble Crisis
Episode 58: Phantom Matter
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