In this unit you will learn the basics of Machine Learning techniques that are useful for numerical applications for Latice Field Theories.
Basic knowledge of Essentials, Algorithms and linear algebra.
Basic Structure of Artificial Neural Networks
Training a Network
Supervised Learning
Convolutional Neural Networks
Unsupervised learning
Recurrent Networks
Transformers
Boltzmann Machines
Support Vector Machines
Reinforcement learning
Supervised and Unsupervised phase transition recognition in Spin Models
Examples of Applications in LGT
Phase transition recognition in SU(2)
Phase transition recognition in SU(3)
Phase transition recognition in Lattice QCD
Machine Learning and Renormalization Group
Deep Learning and Renormalisation Group
Inverse Renormalisation Group in Lattice Field Theories
Contour Deformations
Complex Normalizing Flow
Applications
Machine Learning and the Inverse Problem
Machine Learning Hadron Spectral Functions In Lattice QCD
Applications
Normalizing Flows
Stochastic Normalizing Flows
Fourier Flows
Equivariant Flows
Applications
Symbolic Computation using Machine Learning
Bayesian estimates for high orders in perturbation theory
Generative models in Effective Field Theories
Differentiable programming in Effective Field Theories
Boosted decision tree regression ML algorithm
Single Point Neural Networks & Global Neural Networks
The basics by Florian Marquardt
Introduction to Machine Learning Approaches for Simulating Lattice Field Theories, by Lena Funcke, Lattice Practises 2021.
Machine Learning for Lattice QCD, by Phiala Shanahan, INT Summer School on Problem Solving in Lattice QCD
Many general presentations on Machine Learning for Lattice QCD can be found online - however not lectures
Phiala Shanahan - YouTube
Kurtej Kanwar - YouTube