Add to ORKGAbstract. A convolution representation of continuous translation invariant and SO(n) equivariant Minkowski valuations is established. This is based on a new classification of translation invariant generalized spherical valuations. As applications, Crofton and kinematic formulas for Minkowski valuations are obtained. 1
We prove a complete set of integral geometric formulas of Crofton type (involving in-tegrations over...
This paper is concerned with continuous multilinear functions defined on the n-fold cartesian produc...
AbstractA new method of constructing translation invariant continuous valuations on convex subsets o...
Abstract. New Orlicz Brunn–Minkowski inequalities are established for rigid motion compatible Minkow...
To this day, the starting point for many important developments in valuation theory is Hadwiger's re...
Abstract. A description of continuous rigid motion compatible Minkowski valuations is established. A...
All continuous translation invariant complex-valued valuations on Lebesgue measurable functions are ...
AbstractThe space of Minkowski valuations on an m-dimensional complex vector space which are continu...
on the occasion of his sixty-fifth birthday The projection body operator Π, which associates with ev...
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 ...
AbstractA Steiner type formula for continuous translation invariant Minkowski valuations is establis...
on the occasion of his sixty-fifth birthday The projection body operator Π, which associates with ev...
We show that the natural "convolution” on the space of smooth, even, translation-invariant convex va...
Parapatits All continuous SL(n)-covariant Lp-Minkowski valuations defined on convex bodies are compl...
We prove a complete set of integral geometric formulas of Crofton type (involving in-tegrations over...
This paper is concerned with continuous multilinear functions defined on the n-fold cartesian produc...
AbstractA new method of constructing translation invariant continuous valuations on convex subsets o...
Abstract. New Orlicz Brunn–Minkowski inequalities are established for rigid motion compatible Minkow...
To this day, the starting point for many important developments in valuation theory is Hadwiger's re...
Abstract. A description of continuous rigid motion compatible Minkowski valuations is established. A...
All continuous translation invariant complex-valued valuations on Lebesgue measurable functions are ...
AbstractThe space of Minkowski valuations on an m-dimensional complex vector space which are continu...
on the occasion of his sixty-fifth birthday The projection body operator Π, which associates with ev...
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 ...
AbstractA Steiner type formula for continuous translation invariant Minkowski valuations is establis...
on the occasion of his sixty-fifth birthday The projection body operator Π, which associates with ev...
We show that the natural "convolution” on the space of smooth, even, translation-invariant convex va...
Parapatits All continuous SL(n)-covariant Lp-Minkowski valuations defined on convex bodies are compl...
We prove a complete set of integral geometric formulas of Crofton type (involving in-tegrations over...
This paper is concerned with continuous multilinear functions defined on the n-fold cartesian produc...
AbstractA new method of constructing translation invariant continuous valuations on convex subsets o...