5 citations · 16 across the 25 of their papers we have counts for
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Equations in polyadic groups
H. Khodabandeh, M. Shahryari
Systems of equations and their solution sets are studied in polyadic groups. We prove that a polyadic group is equational noetherian, if and…
A new characterization of -compact algebras
M. Shahryari
In this note, we give a new characterization for an algebra to be $\qo$-compact in terms of {\em super-product operations} on the lattice of congruences of the relative free algebr…
Algebraic sets with fully characteristic radicals
M. Shahryari
We obtain a necessary and sufficient condition for an algebraic set in a group to have a fully characteristic radical. As a result, we see that if the radical of a system of equati…
On the Equational Artinian Algebras
P. Modabberi, M. Shahryari
Equational Artinian algebras were introduced in our previous work: {\em Equational conditions in universal algebraic geometry, to appear in Algebra and Logic, 2015}. In this note,…