AbstractThe (k − 1)-dimensional simplex is projected onto the convex hull of the kth roots of unity in C, and a dihedral-group-invariant Dirichlet-type measure is thereby constructed. The integrals of monomials zmzn are obtained as single sums. A certain radial measure on the disc is obtained as a weak-∗limit
Komori and Umemoto detected combinatorial shapes of Dirichlet polyhedra for simplex groups acting on...
AbstractBanach showed in 1923 that Lebesgue measure is not the unique rotation invariant finitely ad...
AbstractBanach showed in 1923 that Lebesgue measure is not the unique rotation invariant finitely ad...
AbstractThe (k − 1)-dimensional simplex is projected onto the convex hull of the kth roots of unity ...
A polygonal measure is the sum of finitely many real constant density measures supported on triangle...
We show that the multivariate generating function of appropriately normalized moments of a measure w...
We show that the multivariate generating function of appropriately normalized moments of a measure w...
We show that the multivariate generating function of appropriately normalized moments of a measure w...
We show that the multivariate generating function of appropriately normalized moments of a measure w...
We find all the intrinsic measures for smooth submanifolds in the Engel group whose tangent space ha...
Let $P $ be any (not necessarily convex nor connected) solid polytope in the n-dimensional Euclidean...
7 pagesInternational audienceWe introduce a new notion of a harmonic measure for a $d$-dimensional s...
The algebraic-geometric structure of the simplex, known as Aitchison geometry, is usedto look at the...
International audienceLet c, n be given positive integers. Let q > 2 be coprime with c. Let X q be t...
The book describes how curvature measures can be introduced for certain classes of sets with singula...
Komori and Umemoto detected combinatorial shapes of Dirichlet polyhedra for simplex groups acting on...
AbstractBanach showed in 1923 that Lebesgue measure is not the unique rotation invariant finitely ad...
AbstractBanach showed in 1923 that Lebesgue measure is not the unique rotation invariant finitely ad...
AbstractThe (k − 1)-dimensional simplex is projected onto the convex hull of the kth roots of unity ...
A polygonal measure is the sum of finitely many real constant density measures supported on triangle...
We show that the multivariate generating function of appropriately normalized moments of a measure w...
We show that the multivariate generating function of appropriately normalized moments of a measure w...
We show that the multivariate generating function of appropriately normalized moments of a measure w...
We show that the multivariate generating function of appropriately normalized moments of a measure w...
We find all the intrinsic measures for smooth submanifolds in the Engel group whose tangent space ha...
Let $P $ be any (not necessarily convex nor connected) solid polytope in the n-dimensional Euclidean...
7 pagesInternational audienceWe introduce a new notion of a harmonic measure for a $d$-dimensional s...
The algebraic-geometric structure of the simplex, known as Aitchison geometry, is usedto look at the...
International audienceLet c, n be given positive integers. Let q > 2 be coprime with c. Let X q be t...
The book describes how curvature measures can be introduced for certain classes of sets with singula...
Komori and Umemoto detected combinatorial shapes of Dirichlet polyhedra for simplex groups acting on...
AbstractBanach showed in 1923 that Lebesgue measure is not the unique rotation invariant finitely ad...
AbstractBanach showed in 1923 that Lebesgue measure is not the unique rotation invariant finitely ad...
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