2 citations · 2 across the 5 of their papers we have counts for
5 papers
The Haar measure of a profinite -ary group
M. Shahryari, M. Rostami
We prove that every profinite -ary group $(G, f)=\Gf$ has a unique Haar measure and further for every measurable subset , we have $$ m_p(A)=m(A)=(n-1)m^{\ast…
On profinite polyadic groups
M. Shahryari, M. Rostami
We study the structure of profinite polyadic groups and we prove that a polyadic topological group is profinite, if and only if, it is compact, Hausdorff, totally disconne…
A note on left -biflat Banach algebras
A. Sahami, M. Rostami, A. Pourabbas
In this paper, we study the notion of -biflatness for some Banach algebras, where is a non-zero multiplicative linear functional. We show that the Segal algebra is le…
The Dimensions of the Symmetry Types of Polyhedra with Reflection Groups
M. Rostami, Henrique F. da Cruz, Ilda I. Rodrigues
Let P and Q be convex polyhedra in E3 with face lattices F(P) and F(Q) and symmetry groups G(P) and G(Q), respectively. Then, P and Q are called face equivalent if there is a latti…
Convolutions on the Haagerup tensor products of Fourier algebras
Mehdi Rostami, Nico Spronk
We study the ranges of the maps of convolution and a `twisted' convolution () and on the Haa…