Construction of Real-Time Local Quantum Field in 1+1 Dimensions
Prague Mathematical Physics Seminar via YouTube
Overview
Syllabus
Introduction
Outline
Motivation
Complements
Quantum field theory
Conceptual approaches
Dualization
Wilson triangle
Gns construction
Scalar lattice fields
Transverse field easing model
Dynamic content
Mixed boundary conditions
Learning transform
Reformulation of the model
Continuum limit
Translation invariant
Dual lattices
Selfdouble formalism
Scaling limit construction
Ground state
Selfdouble Hamiltonian
Chiral decomposition
Conformance symmetry
Orthonormal scaling
Examples
WC wavelets
Smooth wavelets
Limit state
Conformance
Convergence
Correlation Functions
Quantum Simulation
Nonabelian currents
Wilsonian framework
Wilsonian approach
Taught by
Prague Mathematical Physics Seminar