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2008.00118
Cited By
Phases of two-dimensional spinless lattice fermions with first-quantized deep neural-network quantum states
31 July 2020
J. Stokes
Javier Robledo Moreno
E. Pnevmatikakis
Giuseppe Carleo
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Papers citing
"Phases of two-dimensional spinless lattice fermions with first-quantized deep neural-network quantum states"
12 / 12 papers shown
Title
Uniform
C
k
\mathcal{C}^k
C
k
Approximation of
G
G
G
-Invariant and Antisymmetric Functions, Embedding Dimensions, and Polynomial Representations
Soumya Ganguly
Khoa Tran
Rahul Sarkar
44
0
0
02 Mar 2024
Anti-symmetric Barron functions and their approximation with sums of determinants
Nilin Abrahamsen
Lin Lin
43
4
0
22 Mar 2023
Artificial intelligence for artificial materials: moiré atom
Di Luo
Aidan P. Reddy
T. Devakul
L. Fu
34
3
0
14 Mar 2023
Simulating 2+1D Lattice Quantum Electrodynamics at Finite Density with Neural Flow Wavefunctions
Zhuo Chen
Di Luo
Kaiwen Hu
B. Clark
32
14
0
14 Dec 2022
Gauge Equivariant Neural Networks for 2+1D U(1) Gauge Theory Simulations in Hamiltonian Formulation
Di Luo
Shunyue Yuan
J. Stokes
B. Clark
33
14
0
06 Nov 2022
Lattice Convolutional Networks for Learning Ground States of Quantum Many-Body Systems
Cong Fu
Xuan Zhang
Huixin Zhang
Hongyi Ling
Shenglong Xu
Shuiwang Ji
31
12
0
15 Jun 2022
O
(
N
2
)
O(N^2)
O
(
N
2
)
Universal Antisymmetry in Fermionic Neural Networks
Tianyu Pang
Shuicheng Yan
Min Lin
23
3
0
26 May 2022
Efficient anti-symmetrization of a neural network layer by taming the sign problem
Nilin Abrahamsen
Lin Lin
48
0
0
24 May 2022
Explicitly antisymmetrized neural network layers for variational Monte Carlo simulation
Jeffmin Lin
Gil Goldshlager
Lin Lin
48
22
0
07 Dec 2021
Continuous-variable neural-network quantum states and the quantum rotor model
J. Stokes
Saibal De
S. Veerapaneni
Giuseppe Carleo
32
8
0
15 Jul 2021
Ab-initio study of interacting fermions at finite temperature with neural canonical transformation
Hao Xie
Linfeng Zhang
Lei Wang
28
26
0
18 May 2021
Deep neural network solution of the electronic Schrödinger equation
J. Hermann
Zeno Schätzle
Frank Noé
161
448
0
16 Sep 2019
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