Add to ORKGAbstract. We extend the classical Brunn theorem to symmetric moments of convex bodies and use it to prove the convexity of the Lp-intersection bodies of centered convex bodies. 1
AbstractWe study isomorphic properties of two generalizations of intersection bodies – the class Ikn...
Abstract. We initiate a systematic investigation into the nature of the function αK(L, ρ) that gives...
We establish some analogues of the Brunn-Minkowski inequalities on convex bodies and the Minkowski i...
AbstractWe extend the classical Brunn theorem to symmetric moments of convex bodies and use it to pr...
AbstractWe extend the classical Brunn theorem to symmetric moments of convex bodies and use it to pr...
AbstractBusemann's theorem states that the intersection body of an origin-symmetric convex body is a...
In this paper, we generalize the dual Brunn-Minkowski inequality and monotonicity of intersection bo...
AbstractIn this paper, we generalize the dual Brunn–Minkowski inequality and monotonicity of interse...
AbstractThe definition of Minkowski–Firey Lp-combinations is extended from convex bodies to arbitrar...
International audienceLet L be a convex body in R(n) and z an interior point of L. We associate with...
AbstractBasic relations and analogies between intersection bodies and their symmetric and nonsymmetr...
We introduce the notion of Lp-mixed intersection body (p < 1) and extend the classical notion dual m...
Dedicated to Prof. Peter M. Gruber on the occasion of his sixty-fifth birthday All GL(n) covariant L...
Abstract. We initiate a systematic investigation into the nature of the function a(K; L; r) that giv...
Abstract. We initiate a systematic investigation into the nature of the function a(K; L; r) that giv...
AbstractWe study isomorphic properties of two generalizations of intersection bodies – the class Ikn...
Abstract. We initiate a systematic investigation into the nature of the function αK(L, ρ) that gives...
We establish some analogues of the Brunn-Minkowski inequalities on convex bodies and the Minkowski i...
AbstractWe extend the classical Brunn theorem to symmetric moments of convex bodies and use it to pr...
AbstractWe extend the classical Brunn theorem to symmetric moments of convex bodies and use it to pr...
AbstractBusemann's theorem states that the intersection body of an origin-symmetric convex body is a...
In this paper, we generalize the dual Brunn-Minkowski inequality and monotonicity of intersection bo...
AbstractIn this paper, we generalize the dual Brunn–Minkowski inequality and monotonicity of interse...
AbstractThe definition of Minkowski–Firey Lp-combinations is extended from convex bodies to arbitrar...
International audienceLet L be a convex body in R(n) and z an interior point of L. We associate with...
AbstractBasic relations and analogies between intersection bodies and their symmetric and nonsymmetr...
We introduce the notion of Lp-mixed intersection body (p < 1) and extend the classical notion dual m...
Dedicated to Prof. Peter M. Gruber on the occasion of his sixty-fifth birthday All GL(n) covariant L...
Abstract. We initiate a systematic investigation into the nature of the function a(K; L; r) that giv...
Abstract. We initiate a systematic investigation into the nature of the function a(K; L; r) that giv...
AbstractWe study isomorphic properties of two generalizations of intersection bodies – the class Ikn...
Abstract. We initiate a systematic investigation into the nature of the function αK(L, ρ) that gives...
We establish some analogues of the Brunn-Minkowski inequalities on convex bodies and the Minkowski i...