Add to ORKGParapatits All continuous SL(n)-covariant Lp-Minkowski valuations defined on convex bodies are completely classified. The Lp-moment body operators turn out to be the nontrivial prototypes of such maps. 1
A representation theorem is established for continuous valuations on L p-spaces whose underlying mea...
A representation theorem is established for continuous valuations on L p-spaces whose underlying mea...
In this paper, we generalize the minimal mean width to the Brunn-Minkowski-Firey theory. We characte...
In geometric valuation theory, well-known examples of Minkowski valuations intertwining the special ...
In geometric valuation theory, well-known examples of Minkowski valuations intertwining the special ...
Dedicated to Prof. Peter M. Gruber on the occasion of his sixty-fifth birthday All GL(n) covariant L...
To this day, the starting point for many important developments in valuation theory is Hadwiger's re...
AbstractProjection and intersection bodies define continuous and GL(n) contravariant valuations. The...
Projection and intersection bodies define continuous and GL(n) contravariant valuations. They played...
Abstract. A convolution representation of continuous translation invariant and SO(n) equivariant Min...
38 pages; v2: references updated, typos corrected, Remark 1.2 and Section 6.2.1 addedWe define a not...
38 pages; v2: references updated, typos corrected, Remark 1.2 and Section 6.2.1 addedWe define a not...
on the occasion of his sixty-fifth birthday The projection body operator Π, which associates with ev...
on the occasion of his sixty-fifth birthday The projection body operator Π, which associates with ev...
This paper is concerned with continuous multilinear functions defined on the n-fold cartesian produc...
A representation theorem is established for continuous valuations on L p-spaces whose underlying mea...
A representation theorem is established for continuous valuations on L p-spaces whose underlying mea...
In this paper, we generalize the minimal mean width to the Brunn-Minkowski-Firey theory. We characte...
In geometric valuation theory, well-known examples of Minkowski valuations intertwining the special ...
In geometric valuation theory, well-known examples of Minkowski valuations intertwining the special ...
Dedicated to Prof. Peter M. Gruber on the occasion of his sixty-fifth birthday All GL(n) covariant L...
To this day, the starting point for many important developments in valuation theory is Hadwiger's re...
AbstractProjection and intersection bodies define continuous and GL(n) contravariant valuations. The...
Projection and intersection bodies define continuous and GL(n) contravariant valuations. They played...
Abstract. A convolution representation of continuous translation invariant and SO(n) equivariant Min...
38 pages; v2: references updated, typos corrected, Remark 1.2 and Section 6.2.1 addedWe define a not...
38 pages; v2: references updated, typos corrected, Remark 1.2 and Section 6.2.1 addedWe define a not...
on the occasion of his sixty-fifth birthday The projection body operator Π, which associates with ev...
on the occasion of his sixty-fifth birthday The projection body operator Π, which associates with ev...
This paper is concerned with continuous multilinear functions defined on the n-fold cartesian produc...
A representation theorem is established for continuous valuations on L p-spaces whose underlying mea...
A representation theorem is established for continuous valuations on L p-spaces whose underlying mea...
In this paper, we generalize the minimal mean width to the Brunn-Minkowski-Firey theory. We characte...