Improving the accuracy of the tree-tensor network approach by optimization of network structure
Improving the accuracy of the tree-tensor network approach by optimization of network structure
toshiya-hikihara
Tomotoshi Nishino
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1 min read
Phase Transition of the Ising Model on a 3-Dimensional Fractal Lattice
Phase Transition of the Ising Model on a 3-Dimensional Fractal Lattice
jozef-genzor
Visualization of Entanglement Geometry by Structural Optimization of Tree Tensor Network
Visualization of Entanglement Geometry by Structural Optimization of Tree Tensor Network
toshiya-hikihara
Entanglement bipartitioning and tree tensor networks
Entanglement bipartitioning and tree tensor networks
kouichi-okunishi
Automatic structural optimization of tree tensor networks
Automatic structural optimization of tree tensor networks
toshiya-hikihara
Developments in the Tensor Network — from Statistical Mechanics to Quantum Entanglement
Tensor network methods for quantum many-body systems and quantum entanglement.
kouichi-okunishi
Entanglement Entropy on the Boundary of the Square-Lattice ±J Ising Model
Entanglement Entropy on the Boundary of the Square-Lattice ±J Ising Model
yoshinori-sasagawa
Corner transfer matrix renormalization group analysis of the two-dimensional dodecahedron model
Corner transfer matrix renormalization group analysis of the two-dimensional dodecahedron model
Finite- m scaling analysis of Berezinskii-Kosterlitz-Thouless phase transitions and entanglement spectrum for the six-state clock model
Finite- m scaling analysis of Berezinskii-Kosterlitz-Thouless phase transitions and entanglement spectrum for the six-state clock model
Critical behavior of the two-dimensional icosahedron model
Critical behavior of the two-dimensional icosahedron model