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Conformal geometry
SOME PROGRESS in CONFORMAL GEOMETRY Sun-Yung A. Chang, Jie Qing and Paul Yang Dedicated to the Memory of Thomas Branson 1. Confo
Non-Linear Elliptic Equations in Conformal Geometry, by S.-Y
WHAT IS Q-CURVATURE? 1. Introduction Throughout His Distinguished Research Career, Tom Branson Was Fascinated by Con- Formal
The Wave Equation on Asymptotically Anti-De Sitter Spaces
Math 865, Topics in Riemannian Geometry
CONFORMAL SYMMETRY BREAKING OPERATORS for ANTI-DE SITTER SPACES 1. Introduction Let X Be a Manifold Endowed with a Pseudo-Rieman
Computational Conformal Geometry: Theories and Applications
Space-Time Philosophy Reconstructed Via Massive Nordstr\" Om Scalar Gravities? Laws Vs. Geometry, Conventionality, and Underdetermination
Alexandr Medvedev: Conformal Geodesics and Geometry of the 3Rd Order Odes Systems
Variational Principles for Conformal Geodesics
M-Eigenvalues of Riemann Curvature Tensor of Conformally Flat Manifolds
Conformal and Cr Mappings on Carnot Groups
Surface Classification Using Conformal Structures
Conformal Geometry of the Visual Cortex
The Conformal Group & Einstein Spaces
Complete Locally Conformally Flat Manifolds of Negative Curvature
Conformal Geometry Processing
Introduction to Conformal Geometry
Top View
Conformal Geometry and the Universe
Conformal Geometry on Four Manifolds – Noether Lecture
Conformal Geodesics in Cartan Calculus
Notes on Conformal Geometry, Uniformization, and Ricci Flow
CURVATURE TENSORS on ALMOST Hermrtian MANIFOLDS by FRANCO TRICERRI1 and LIEVEN VANHECKE
CONFORMAL FLATNESS and SELF-DUALITY of THURSTON-GEOMETRIES 1. Three
Minimal Surfaces and Entanglement Entropy in Anti-De Sitter Space
Conformal Geometry Processing
Introduction to Möbius Differential Geometry, by Udo Hertrich-Jeromin, London Mathematical Society Lecture Notes Series, Vol. 3
FLAT CONFORMAL STRUCTURES and the CLASSIFICATION of DE SITTER MANIFOLDS 1. Introduction a Spacetime Is a Connected, Smooth N-Man
Introduction to Conformal Geometry Lecture 2
An Extension of Möbius–Lie Geometry with Conformal Ensembles of Cycles and Its Implementation in a Ginac Library
Conformal Maps from a 2-Torus to the 4-Sphere C Bohle
Holographic Special Relativity Derek K
Tutorial on Conformal Geometry for Computer Vision
Spherical Continuous Wavelet Transforms Arising from Sections of the Lorentz Group†
Arxiv:1808.10083V1 [Cs.GR] 30 Aug 2018
Arxiv:1809.06339V1 [Math.DG] 17 Sep 2018 Conformal Geometry on Four Manifolds
De Sitter Invariant Special Relativity Some Physical Implications
Group Representations Arising from Lorentz Conformal Geometry
Applications of Cartan and Tractor Calculus to Conformal and CR-Geometry
Conformal Tiling on a Torus
Conformal Diffeomorphisms of Gradient Ricci Solitons and Generalized Quasi-Einstein Manifolds
Finding Conformal and Isometric Immersions of Surfaces
Conformal Geometry of Simplicial Surfaces
Conformally Flat Submanifolds with Flat Normal Bundle
Lorentzian Manifolds with a Conformal Action of SL (2, R)
Conformal Gravity and Time
DIFFEOMORPHISMS of the CIRCLE and HYPERBOLIC CURVATURE 1. Introduction in a Recent Note
Holographic Special Relativity
Projective Geometry and Special Relativity
The Conformal Boundary of Anti-De Sitter Space-Times Charles Frances
Möbius Transformation
Observer Space from Conformal Geometry
An Introduction to Conformal Geometry 1
Conformal Geometry with a View to Understanding the Cosmos
Canonical Surface Conformal Mappings
2010), Arxiv:1006.3175V1
WORK of CHARLES FEFFERMAN in CONFORMAL GEOMETRY As Colleague and Collaborator, We Feel Privileged to Have Had the Opportunity To
Essential Conformal Structures in Riemannian and Lorentzian Geometry Charles Frances
The Invisibility of Diffeomorphisms
Conformal Geometry on Four Manifolds
A Deformation of Flat Conformal Structures
Conformal Maps and the Theorem of Liouville