30 citations · 118 across the 16 of their papers we have counts for
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A Sklar-Type Decomposition for Positive Binary Distributions and a Gibbs Interpretation
Yi-Yu Lin
We study strictly positive multivariate binary distributions by separating one-body marginals from dependence. Local positive reweighting defines a dependence nucleus, completely c…
Sklar's Theorem and Quantum State Reconstruction from All-Context Dependence
Yi-Yu Lin
Sklar's theorem separates the marginals of a joint distribution from its dependence structure. We apply this viewpoint to Born statistics generated by local quantum measurements. F…
Holographic Bit Threads from String-Diagrammatic Quantum Information Flow
Yi-Yu Lin, Song Cheng
Bit threads, arising as the convex dual of the minimal-surface formula for holographic entanglement entropy, are line-like structures with nontrivial bulk trajectories. Their physi…
Quantum Information Flow under String-Diagram Rewriting
Yi-Yu Lin, Chen-Ye Li
We revisit the notion of ``quantum information flow'' introduced in Bob Coecke's early work and seek to give it an explicit string-diagrammatic formalization. Given a semantics pre…