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Exterior calculus
Combinatorial Laplacian and Rank Aggregation
Statistical Ranking and Combinatorial Hodge Theory
Space-Time Finite-Element Exterior Calculus and Variational Discretizations of Gauge Field Theories
The Language of Differential Forms
Arxiv:1905.00851V1 [Cs.CV] 2 May 2019 Sibly Nonconvex) Continuous Function on X × Y × R That Is Polyconvex (See Def.2) in the Jacobian Matrix Ξ
VISUALIZING EXTERIOR CALCULUS Contents Introduction 1 1. Exterior
Nonlocal Exterior Calculus on Riemannian Manifolds
An Introduction to Space–Time Exterior Calculus
Hodge Laplacians on Simplicial Meshes and Graphs
Finite Element Exterior Calculus, Homological Techniques, and Applications
Reading 4: Calculus on Manifolds
Pydec: Software and Algorithms for Discretization of Exterior Calculus
Elementary Differential Geometry
Discrete Exterior Calculus
Exterior Variation»! Calculus Is Introduced Through Example* in Field Theory
Exterior Differentials in Superspace and Poisson Brackets
Appendix a the Language of Differential Forms
Finite Element Exterior Calculus with Applications to the Numerical Solution of the Green–Naghdi Equations
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Arxiv:1906.05763V3 [Cond-Mat.Stat-Mech] 29 Jan 2020 School of Advanced Studies Gran Sasso Science Istitute Ph.D
Statistical Ranking and Combinatorial Hodge Theory
Algebra of Differential Forms with Exterior Differential $ D^ 3= 0$ in Dimension
Restoring Poincar\'E Symmetry to the Lattice
Discrete Differential Geometry: an Applied Introduction
A Review of Some Geometric Integrators
Differential Forms and Electromagnetic Field Theory
A Geometric Formulation of Linear Elasticity Based on Discrete Exterior Calculus
Statistical Ranking and Combinatorial Hodge Theory
The Discrete Hodge Star Operator
Space-Time Finite-Element Exterior Calculus and Variational Discretizations of Gauge Field Theories Melvin Leok Mathematics, University of California, San Diego
Applied Hodge Theory: Social Choice, Crowdsourced Ranking, and Game Theory
A Program for Computing Cohomology of Lie Superalgebras of Vector Fields
Exterior Calculus in Low Dimensions
Discrete Exterior Calculus for Variational Problems in Computer Vision and Graphics
Discrete Differential Forms for Computational Modeling
Finite Element Exterior Calculus
1 Exterior Calculus 1.1 Differential Forms in the Study of Differential Geometry, Differentials Are Defined As Linear Mappings from Curves to the Reals