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Hamiltonian field theory
Covariant Hamiltonian Field Theory 3
Description of Bound States and Scattering Processes Using Hamiltonian Renormalization Group Procedure for Effective Particles in Quantum field Theory
Turbulence, Entropy and Dynamics
Advances in Quantum Field Theory
Classical Hamiltonian Field Theory
Higher Order Geometric Theory of Information and Heat Based On
Arxiv:1808.08689V3
The Hamiltonian Field Theory of the Von Mises Wave Equation: Analytical and Computational Issues
The Lagrangian-Hamiltonian Formalism for Higher Order Field Theories
Introduction to Relativistic Quantum Field Theory
Hamiltonian Formulation of Two-Dimensional Gyroviscous MHD Philip 1
Hamiltonian Field Theory
Hamiltonian Field Theory
Classical Variational Theory of the Cosmological Constant and Its Consistency with Quantum Prescription
Classical Field Theory and Supersymmetry
Notes for This Lecture
Gauge Theory by Canonical Transformations
The Principle of Covariance and the Hamiltonian Formulation of General Relativity
Top View
Covariant Lagrangian Methods of Relativistic Plasma Theory
Observables in the Hamiltonian Formalism a Dissertation Based on the Classical Field Theory Formulation of Electromagnetism
On the Extraction of the Boundary Conditions and the Boundary Ports
Quantum Field Theory I, Chapter 2
Hamiltonian Magnetic Monopoles and an Integral Transform for Kinetic Plasmas
Three Roads to the Geometric Constraint Formulation of Gravitational Theories with Boundaries
Arxiv:2008.00659V2 [Gr-Qc] 18 Aug 2020 Abstract: Matouˇsb
The Quest for Laws and Structure
Hamiltonian and Variational Principles
Analytical Mechanics
Hamiltonian Formulation of EM
NL2735 Poisson Brackets 1
Analytical Dynamics of Fields
A Deep Dive on Gauge Theories Andre Simoneau
Icranet Scientific Report 2018
Geometry of Jets and Fields”
On Gauge Theories in Port-Hamiltonian Framework
Notes on Quantum Field Theory
Covariant Hamiltonian Formulation of Gauge Theories
Hamiltonian Field Theory Revisited: a Geometric Approach to Regularity
Abstract Local Molecular Field Theory For
Quantum Field Theory I, Lecture Notes
Copyright by Eric Cavell D'avignon 2015