Courbure en un point multiple d'une surface.
Courbures et basculements des sous-variétés riemanniennes
Covariant Cauchy-Riemann operators and higher Laplacians on Kähler manifolds.
Covariant decompositions of symmetric tensors in the theory of gravitation
Covariant derivative of product tensors
Cubic form geometry for surfaces in .
Cubic forms on Riemannian surfaces
Cubic ruled surfaces with constant distribution parameter in .
Curl bounds grad on SO(3)
Let be the plastic deformation from the multiplicative decomposition in elasto-plasticity. We show that the geometric dislocation density tensor of Gurtin in the form applied to rotations controls the gradient in the sense that pointwise . This result complements rigidity results [Friesecke, James and Müller, Comme Pure Appl. Math. 55 (2002) 1461–1506; John, Comme Pure Appl. Math. 14 (1961) 391–413; Reshetnyak, Siberian Math. J. 8 (1967) 631–653)] as well as an associated linearized theorem...
Curl bounds Grad on SO(3)
Let be the plastic deformation from the multiplicative decomposition in elasto-plasticity. We show that the geometric dislocation density tensor of Gurtin in the form applied to rotations controls the gradient in the sense that pointwise . This result complements rigidity results [Friesecke, James and Müller, Comme Pure Appl. Math.55 (2002) 1461–1506; John, Comme Pure Appl. Math.14 (1961) 391–413; Reshetnyak, Siberian Math. J.8 (1967) 631–653)] as well as an associated linearized theorem saying...
Curvature and -strict convexity.
Curvature and torsion formulas for conflict sets
Conflict set are the points at equal distance from a number of manifolds. Known results on the differential geometry of these sets are generalized and extended.
Curvature blow-up in perturbations of minimal cones evolving by mean curvature flow
Curvature computations on surfaces in -space
Curvature Estimates for Immersions of Minimal Surface Type via Uniformization and Theorems of Bernstein Type.
Curvature estimates for minimal hypersurfaces in singular spaces.
Curvature estimates for minimal surfaces in -manifolds
Curvature functionals for curves in the equi-affine plane
After having given the general variational formula for the functionals indicated in the title, the critical points of the integral of the equi-affine curvature under area constraint and the critical points of the full-affine arc-length are studied in greater detail. Notice. An extended version of this article is available on arXiv:0912.4075.
Curvature Properties of 6-Parametric robot manipulators.
Curvatures and Curves in Hilbert Space.