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Jet bundle
On Galilean Connections and the First Jet Bundle
NATURAL STRUCTURES in DIFFERENTIAL GEOMETRY Lucas
On Galilean Connections and the First Jet Bundle
The Canonical Contact Form
On the Construction of the Linearization of a Nonlinear Connection
Quantization Using Jet Space Geometry and Identity Management Using Credential Schemes
Connections in Classical and Quantum Field Theory
A Simple Proof of the Uniqueness of the Einstein Field Equation in All Dimensions†
Notes on Formal Neighborhoods and Jet Bundles
Jet Bundle Geometry, Dynamical Connections, and the Inverse Problem of Lagrangian Mechanics Annales De L’I
Introduction to the Variational Bicomplex
1002.0077.Pdf
"Calculus of Variations on Fiber Bundles" Researcher
Some Jet Bundle Structure Andrew D
The Geometry of the Space of Cauchy Data of Nonlinear Pdes
Line Bundles for Which a Projectivized Jet Bundle Is a Product
Arxiv:Math/9909148V1 [Math.DG] 24 Sep 1999
Geometry of Horizontal Bundles and Connections A
Top View
On Geometric Partial Differential Equations and Contact
DIFFERENTIAL GEOMETRY and PDES Contents 1. Introduction 1 2
THE VARIATIONAL BICOMPLEX by Ian M. Anderson
Infinitesimal Conditions for the Eqltvariance of Morphisms Of
A Beginner's Guide to Jet Bundles from the Point of View of Algebraic
Gauge Gravitation Theory. What Is the Geometry of the World?
Lifting Distributions to Tangent and Jet Bundles∗ Andrew D
The Profinite Dimensional Manifold Structure of Formal Solution Spaces of Formally Integrable Pdes
Classical Field Theories of First Order and Lagrangian Submanifolds of Premultisymplectic Manifolds
Advanced Differential Geometry for Theoreticians. Fiber Bundles, Jet
Jet Bundles in Quantum Field Theory: the BRST-BV Method
Chapter 5 Holomorphic and Real Analytic Jet Bundles
The Structure of the Category of Parabolic Equations. I
Multisymplectic Geometry and Classical Field Theories
Five Lectures on the Jet Methods in Field Theory
The Dressing Field Method in Gauge Theories--Geometric Approach
Presymplectic Current and the Inverse Problem of the Calculus of Variations