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1
Intro
2
Machine Learning for Fermions
3
Neural Net Backflow
4
Neural Network
5
Generalizations
6
BDG State
7
Larger Determinants
8
Multidetermining Expansion
9
Results
10
Neural Net
11
Larger Systems
12
Symmetry Restoration
13
Neural Network Flow
14
R by R Matrix
15
Decay Event Measurement Evolution
16
Slave Fermions
Description:
Explore a conference talk on advanced machine learning techniques for quantum systems, focusing on variational wavefunctions for fermions and gauge theories. Delve into the combination of machine learning architectures with physics-inspired approaches to build symmetry-preserving variational wave-functions. Examine the use of configuration-dependent Slater determinants for fermions and modified autoregressive neural networks for gauge theories. Discover how these methods lead to accurate results across various quantum systems, including larger systems and symmetry restoration. Gain insights into neural network flow, R by R matrix calculations, and slave fermion concepts in quantum mechanics.

Variational Wavefunctions, Machine Learning Architecture for Fermions and Gauge Theories

Institute for Pure & Applied Mathematics (IPAM)
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