30 citations · 118 across the 16 of their papers we have counts for
17 papers
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…
The holographic entanglement pattern of BTZ planar black hole from a thread perspective
Yi-Yu Lin, Dong-Yu Fang, Jie-Chen Jin +1
In this paper, we study the holographic quantum entanglement structure in the finite-temperature CFT state/planar BTZ black hole correspondence from the perspective of entanglement…
The thread embodiment of holographic quantum entanglement
Yi-Yu Lin
This paper systematically develops the concept of entanglement threads that characterize the entanglement structure of holographic duality. Behind this framework lies a simple phil…
Holographic coarse-grained states and the necessity of perfect entanglement
Yi-Yu Lin, Jun Zhang
In the framework of the holographic principle, focusing on a central concept, conditional mutual information, we construct a class of coarse-grained states, which are intuitively c…
Entanglement islands read perfect-tensor entanglement
Yi-Yu Lin, Jun Zhang, Jie-Chen Jin
In this paper, we make use of holographic Boundary Conformal Field Theory (BCFT) to simulate the black hole information problem in the semi-classical picture. We investigate the co…
Distilled density matrices of holographic PEE from thread-state correspondence
Yi-Yu Lin
Within the framework of holographic duality, CMI (conditional mutual information) is often understood as a correlation between ``region pairs" and is closely related to the concept…
Thread/State correspondence: from bit threads to qubit threads
Yi-Yu Lin, Jie-Chen Jin
Starting from an interesting coincidence between the bit threads and SS (surface/state) correspondence, both of which are closely related to the holographic RT formula, we introduc…
Thread/State correspondence: the qubit threads model of holographic gravity
Yi-Yu Lin, Jie-Chen Jin
We construct a new toy model of the holographic principle, named as holographic qubit threads model, which is an enlightening step towards the issue of spacetime emergence ("it fro…
The PEE aspects of entanglement islands from bit threads
Yi-Yu Lin, Jia-Rui Sun, Yuan Sun +1
We study the partial entanglement entropy (PEE) aspects of the holographic BCFT setup with an entanglement island, inspired by the holographic triality of the AdS/BCFT setup develo…
Deriving the PEE proposal from the Locking bit thread configuration
Yi-Yu Lin, Jia-Rui Sun, Jun Zhang
In the holographic framework, we argue that the partial entanglement entropy (PEE) can be explicitly interpreted as the component flow flux in a locking bit thread configuration. B…
Bit thread, entanglement distillation, and entanglement of purification
Yi-Yu Lin, Jia-Rui Sun, Yuan Sun
We investigate the relations between bit thread, entanglement distillation and entanglement of purification in the holographic framework. Specifically, we give a bit thread interpr…
Surface growth scheme for bulk reconstruction and tensor network
Yi-Yu Lin, Jia-Rui Sun, Yuan Sun
We propose a surface growth approach to reconstruct the bulk spacetime geometry, motivated by Huygens'principle of wave propagation. We first construct a tensor network correspondi…
Note on surface growth approach for bulk reconstruction
Chao Yu, Fang Zhong Chen, Yi-Yu Lin +2
In a recent paper, a novel surface growth approach for reconstructing bulk geometry and matter fields was proposed, it was shown that this picture can be explicitly realized by the…
Pair production from Reissner-Nordström-anti-de Sitter black holes
Jun Zhang, Yi-Yu Lin, Hao-Chun Liang +4
We study the pair production of charged scalar particles from the five-dimensional near extremal Reissner- Nordström-Anti de Sitter (RN-AdS5) black hole. The pair production rate a…