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< In the talk we will define the Minkowski sum and subtraction in a semigroup. Furhtermore, we will prove some properties of the Minkowski subtraction, summands and the Sallee's sets in the semigropu $$K(X)$$. We will also discuss the full classification of strongly monotypic polyhedrons in $$R^{n}$$ and the relationship between the strongly monotypic polyhedrons and the Sallee's sets.
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> In the talk we will define the Minkowski sum and subtraction in a semigroup. Furhtermore, we will prove some properties of the Minkowski subtraction, summands and the Sallee's sets in the semigropu $$K(X)$$. We will also discuss the full classification of strongly monotypic polyhedrons in $$R^{3}$$ and the relationship between the strongly monotypic polyhedrons and the Sallee's sets.
Danuta BorowskaProperties of the Minkowski subtraction of convex sets
In the talk we will define the Minkowski sum and subtraction in a semigroup. Furhtermore, we will prove some properties of the Minkowski subtraction, summands and the Sallee's sets in the semigropu 202424.png)
. We will also discuss the full classification of strongly monotypic polyhedrons in 
and the relationship between the strongly monotypic polyhedrons and the Sallee's sets.