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Lie sphere geometry
Arxiv:1503.02914V1 [Math.DG]
Arxiv:1802.05507V1 [Math.DG]
For This Course: Oa...J Pedoe, Daniel
WIT: a Symbolic System for Computations in IT and EG (Programmed in Pure Python) 13-17/01/2020
Lie Sphere Geometry in Lattice Cosmology
Channel Surfaces in Lie Sphere Geometry
On Dupin Cyclides
Lie Sphere Transformations and the Focal Sets of Certain Taut Immersions
Isothermic Surfaces in Möbius and Lie Sphere Geometries
A Reciprocal Transformation for the Constant Astigmatism Equation
Geometric Constructions on Cycles in $\Rr^ N$
Anisotropic Wavefronts and Laguerre Geometry
On Organizing Principles of Discrete Differential Geometry. Geometry of Spheres
Lie Sphere Geometry and Dupin Hypersurfaces Thomas E
Introduction to Möbius Differential Geometry, by Udo Hertrich-Jeromin, London Mathematical Society Lecture Notes Series, Vol. 3
Lie Sphere-Geometry in Lattice Cosmology
An Extension of Möbius–Lie Geometry with Conformal Ensembles of Cycles and Its Implementation in a Ginac Library
Lie Sphere Geometry and Lie Contact Structures Reiko
Top View
On the Geometric Foundations of the Lorentz Group
Arxiv:2008.01514V1 [Physics.Gen-Ph]
Sophus Lie and Felix Klein: the Erlangen Program and Its Impact in Mathematics and Physics
On the Representation of Dupin Cyclides in Lie Sphere Geometry with Applications
Isothermic Surfaces in Möbius And
Notations and Symbols
Lectures on Moebius-Lie Geometry and Its Extension
Dupin Submanifolds in Lie Sphere Geometry (Updated Version)
Classification of Surfaces in Three-Sphere in Lie Sphere Geometry
The Ribaucour Transformation in Lie Sphere Geometry
Notation and Symbols
Classical Geometries in Modern Contexts
Notes on Lie Sphere Geometry and the Cyclides of Dupin
Lie Sphere Geometry and Integrable Systems
The Lie Model for Euclidean Geometry
Lie Sphere Geometry in Lattice Cosmology - Gauss–Bonnet–Chern Approach to the Averaged Universe to Cite This Article: Michael Fennen and Domenico Giulini 2020 Class
On the Discrete Differential Geometry of Surfaces in S4
The Implicit Equation of a Canal Surface Marc Dohm, Severinas Zube