We prove a strong variational formula for Lipschitz–Killing curvaturesof subanalytic sets. As corollaries, we reprove the Chern–Gauss–Bonnettheorem and higher Schläfli formulas. The proof of the variationalformula uses normal cycles of subanalytic sets and a new method allowinga reduction from the difficult singular geometry to computations withdifferential forms
AbstractThe classical Schläfli formula relates the variations of the dihedral angles of a smooth fam...
and univalent in the unit disc U. One of the most powerful methods used to study extremal problems i...
Let phi : R-n --> [0, +infinity] be a given positively one-homogeneous convex function, and let W-ph...
International audienceThe curvature discussed in this paper is a rather far going generalization of ...
SIGLETIB Hannover: RN 4586(177) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische Inform...
This paper is devoted to Newton–Steffensen–type method for approximating the unique solu...
For a nonsmooth positively one-homogeneous convex function phi : R-n --> [0, +infinity], it is po...
The curvature discussed in this paper is a far reaching generalisation of the Riemannian sectional c...
For a nonsmooth positively one-homogeneous convex function phi : R-n --> [0, +infinity], it is possi...
International audienceIn the case of Lipschitz extremals of vectorial variational problems, an impor...
This paper is about the theory of variational mean curvature. We give also a brief account of the re...
We prove that upper curvature bounds in the sense of Alexandrov can be improved locally by using app...
98 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2002.Here we show that if the logar...
The thesis discusses curves and surfaces of prescribed curvature in Finsler spaces. We study curves ...
AbstractThe classical Schläfli formula relates the variations of the dihedral angles of a smooth fam...
and univalent in the unit disc U. One of the most powerful methods used to study extremal problems i...
Let phi : R-n --> [0, +infinity] be a given positively one-homogeneous convex function, and let W-ph...
International audienceThe curvature discussed in this paper is a rather far going generalization of ...
SIGLETIB Hannover: RN 4586(177) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische Inform...
This paper is devoted to Newton–Steffensen–type method for approximating the unique solu...
For a nonsmooth positively one-homogeneous convex function phi : R-n --> [0, +infinity], it is po...
The curvature discussed in this paper is a far reaching generalisation of the Riemannian sectional c...
For a nonsmooth positively one-homogeneous convex function phi : R-n --> [0, +infinity], it is possi...
International audienceIn the case of Lipschitz extremals of vectorial variational problems, an impor...
This paper is about the theory of variational mean curvature. We give also a brief account of the re...
We prove that upper curvature bounds in the sense of Alexandrov can be improved locally by using app...
98 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2002.Here we show that if the logar...
The thesis discusses curves and surfaces of prescribed curvature in Finsler spaces. We study curves ...
AbstractThe classical Schläfli formula relates the variations of the dihedral angles of a smooth fam...
and univalent in the unit disc U. One of the most powerful methods used to study extremal problems i...
Let phi : R-n --> [0, +infinity] be a given positively one-homogeneous convex function, and let W-ph...
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