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Adding machine learning within Hamiltonians: Renormalization group
  transformations, symmetry breaking and restoration
v1v2 (latest)

Adding machine learning within Hamiltonians: Renormalization group transformations, symmetry breaking and restoration

30 September 2020
Dimitrios Bachtis
Gert Aarts
B. Lucini
    AI4CE
ArXiv (abs)PDFHTML

Papers citing "Adding machine learning within Hamiltonians: Renormalization group transformations, symmetry breaking and restoration"

7 / 7 papers shown
Title
A simple framework for contrastive learning phases of matter
A simple framework for contrastive learning phases of matterChinese Physics Letters (CPL), 2022
Xiaodong Han
Sheng-Song Xu
Zhen Feng
Rong-Qiang He
Zhong-Yi Lu
96
7
0
11 May 2022
Applications of Machine Learning to Lattice Quantum Field Theory
Applications of Machine Learning to Lattice Quantum Field Theory
D. Boyda
Salvatore Cali
Sam Foreman
L. Funcke
D. Hackett
...
Gert Aarts
A. Alexandru
Xiao-Yong Jin
B. Lucini
P. Shanahan
AI4CE
196
24
0
10 Feb 2022
Feature extraction of machine learning and phase transition point of
  Ising model
Feature extraction of machine learning and phase transition point of Ising model
S. Funai
130
3
0
22 Nov 2021
Quantum field theories, Markov random fields and machine learning
Quantum field theories, Markov random fields and machine learning
Dimitrios Bachtis
Gert Aarts
B. Lucini
AI4CE
110
8
0
21 Oct 2021
Quantitative analysis of phase transitions in two-dimensional XY models
  using persistent homology
Quantitative analysis of phase transitions in two-dimensional XY models using persistent homologyPhysical Review E (PRE), 2021
Nicholas Sale
Jeffrey Giansiracusa
B. Lucini
151
19
0
22 Sep 2021
Machine learning with quantum field theories
Machine learning with quantum field theories
Dimitrios Bachtis
Gert Aarts
B. Lucini
AI4CE
87
2
0
16 Sep 2021
Quantum field-theoretic machine learning
Quantum field-theoretic machine learning
Dimitrios Bachtis
Gert Aarts
B. Lucini
AI4CE
156
32
0
18 Feb 2021
1