Invariant valuations on star-shaped sets,
Advances in Mathematics , 125 (1997), 95-113.

This paper continues the work of Star valuations and dual mixed volumes, in which a classification was given for continuous valuations on star-shaped sets that are positively homogeneous with respect to dilation.

In this paper we classify all continuous valuations on star-shaped sets that are invariant under rotations, as well as those invariant under the action of the special linear group.


A pdf file for this paper is available here.




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