30 citations
Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.
16 papers
Three-body and Coulomb interactions in a quasi two-dimensional dipolar Bose condensed gas
S. Mostafa Moniri, Heshmatollah Yavari, Elnaz Darsheshdar
In this paper, we studied a dilute quasi two-dimensional dipolar Bose-condensed with two- and three-body contact, and Coulomb interactions using the Hartree-Fock-Bogoliubov-Popov a…
Shear Viscosity in the Strong Interaction Regime of a p-wave Superfluid Fermi Gas
Seyed Mostafa Moniri, Heshmatollah Yavari, Elnaz Darsheshdar
The -wave superfluid state is a promising spin-triplet and non -wave pairing state in an ultracold Fermi gas. In this work we study the low-temperature shear viscosity of a o…
Amount algebras
Peyman Nasehpour
In this paper, as a generalization to content algebras, we introduce amount algebras. Similar to the Anderson-Badawi conjecture, we prove that under some co…
A generalization of zero-divisor graphs
Peyman Nasehpour
In this paper, we introduce a family of graphs which is a generalization of zero-divisor graphs and compute an upper-bound for the diameter of such graphs. We also investigate thei…
Fuzzy Q-Learning Based Multi-Agent System for Intelligent Traffic Control by a Game Theory Approach
Abolghasem Daeichian, Amir Haghani
This paper introduces a multi-agent approach to adjust traffic lights based on traffic situation in order to reduce average delay time. In the traffic model, lights of each interse…
Eversible and reversible semigroups and semirings
Peyman Nasehpour
The main purpose of this paper is to investigate the zero-divisors of semigroups with zero and semirings and in particular, to discuss eversible and reversible semigroups and semir…
Algebraic properties of expectation semirings
Peyman Nasehpour
In this paper, we investigate the algebraic properties of the expectation semirings which are semiring version of the concept of trivial extension in ring theory. We discuss ideals…
Some remarks on the comparability of ideals in semirings
H. Behzadipour, P. Nasehpour
A semiring is uniserial if its ideals are totally ordered by inclusion. First, we show that a semiring is uniserial if and only if the matrix semiring is uniserial. As…
A computational criterion for the irrationality of some real numbers
Peyman Nasehpour
In this paper, we compute the asymptotic average of the decimals of some real numbers. With the help of this computation, we prove that if a real number cannot be represented as a…
On 2-absorbing ideals of commutative semirings
Hussein Behzadipour, Peyman Nasehpour
In this paper, we investigate 2-absorbing ideals of commutative semirings and prove that if is a nonzero proper ideal of a subtractive valuation semiring then $\…
Some remarks on semirings and their ideals
Peyman Nasehpour
In this paper, we give semiring version of some classical results in commutative algebra related to Euclidean rings, PIDs, UFDs, G-domains, and GCD and integrally closed domains.
On graphs of bounded semilattices
Parastoo Malakooti Rad, Peyman Nasehpour
In this paper, we introduce the graph of a bounded semilattice , which is a generalization of the intersection graph of the substructures of an algebraic structure. We pr…
Auslander Modules
Peyman Nasehpour
In this paper, we introduce the notion of Auslander modules, inspired from Auslander's zero-divisor conjecture (theorem) and give some interesting results for these modules. We als…
Pseudocomplementation and Minimal Prime Ideals in Semirings
Peyman Nasehpour
In the first section of the present work, we introduce the concept of pseudocomplementation for semirings and show semiring version of some known results in lattice theory. We also…
On zero-divisors of semimodules and semialgebras
Peyman Nasehpour
In Section 1 of the paper, we prove McCoy's property for the zero-divisors of polynomials in semirings. We also investigate zero-divisors of semimodules and prove that under suitab…
Finitely Additive, Modular and Probability Functions on Pre-semirings
Peyman Nasehpour, Amir Hossein Parvardi
In this paper, we define finitely additive, probability and modular functions over semiring-like structures. We investigate finitely additive functions with the help of complemente…