PUBLICATIONS DE L'INSTITUT MATHÉMATIQUE (BEOGRAD) (N.S.) Vol. 50(64) Preimenovati datoteke, proveriti paginaciju!!!, pp. 152158 (1991) 

The dual Steiner formula for convex compactaLjuban Dedi{\cj}Sveu{\ch}ili{\sh}te u Splitu, Teslina 12/3, SplitAbstract: The classical Steiner formula deals with the volume of $K+rD_n$, where $K$ is a convex compact set in $\R^n$, $r\ge0$, and $D_n$ the Euclidean disc in $\R^n$. We compute the volume of $(K+rD_n)^*$, where $K^*$ means the dual of $K$. We also represent some Steiner functionals by integrals and prove some inequalities. Classification (MSC2000): 52A20 Full text of the article:
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