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Contact (mathematics)
Ian R. Porteous 9 October 1930 - 30 January 2011
Evolutes of Curves in the Lorentz-Minkowski Plane
The Illinois Mathematics Teacher
Some Remarks on Duality in S3
A Convex, Smooth and Invertible Contact Model for Trajectory Optimization
Mathematics 1
Geometric Differentiation: for the Intelligence of Curves and Surfaces: Second Edition I
Differential Geometry from a Singularity Theory Viewpoint
A Brief Introduction to Singularity Theory (A. Remizov, 2010)
In Particular, Line and Sphere Complexes – with Applications to the Theory of Partial Differential Equations
Frictional Contact on Smooth Elastic Solids
Contact Singularities in Nonstandard Slow-Fast Dynamical Systems
View Both Marks to Assess Orientation; Simply Look for the 6 O’Clock Mark As You Would with a Prism-Ballasted Lens
Consider an Ellipse Rolling/Sliding on a Plane (See Figure 1)
The Contact Structure on the Link of a Cusp Singularity 3
On the Smoothness of Value Functions and the Existence of Optimal Strategies in Diffusion Models
On Singularities of Discontinuous Vector Fields
Mathematics 1
Top View
On Computing Thom Polynomials
Analytically Differentiable Dynamics for Multi-Body Systems with Frictional Contact
Lie Sphere Geometry and Dupin Hypersurfaces Thomas E
Complex Singularities and Contact Topology Vol
Active Galactic Nuclei: the Shape of Material Around Black Holes and the Witch of Agnesi Function
Rigid Contact Lens Fitting
THE GENERAL WEB of ALGEBRAIC SURFACES of ORDER N and the INVOLUTION DEFINED by IT*
Geometry and Singularities of Spatial and Spherical
CONTACT OPTICS 156 PHYSIOLOGICAL OPTICS: Contents
Evolutes of Fronts in the Euclidean Plane
90 SINGULARITIES of the HESSIAN* 1. Introduction. It Has
Symplectic 4-Manifolds Containing Singular Rational Curves with (2, 3)-Cusp
ME 115(B): Solution to Problem Set #5
A Note on Synthesizing Geodesic Based Contact Curves
Contact with Circles and Euclidean Invariants of Smooth Surfaces in R3
ICES REPORT 14-09 Isogeometric Contact: a Review
(Aka Milnor Fillable) Contact Structure Ξcan On
Evolute and Involute