Volume 09 (2020)
Volume 08 (2019)
Volume 07 (2018)
Volume 06 (2017)
Volume 05 (2016)
Volume 04 (2015)
Volume 03 (2014)
Volume 02 (2013)
Volume 01 (2012)
Volume & Issue: Volume 09, Issue 04, Autumn 2020 (Sorry for delaying. This issue is being printed and will be published in full after fixing the problems of the university's mail system. Please be patient.)
1. On new types of contraction mappings in bipolar metric spaces and applications
Volume 09, Issue 04 , Autumn 2020, Pages 253-266
Abstract
Our aim is to present some common fixed point theorems in bipolar metric spaces via certain contractive conditions. Some examples have been provided to illustrate the effectiveness of new results. At the end, we give two applications dealing with homotopy theory and integral equations. Read More2. A Chebyshev functions method for solving linear and nonlinear fractional differential equations based on Hilfer fractional derivative
Volume 09, Issue 04 , Autumn 2020, Pages 267-280
Abstract
The theory of derivatives and integrals of fractional in fractional calculus have found enormousapplications in mathematics, physics and engineering so for that reason we need an efficient and accurate computational method for the solution of fractional differential equations. This paper presents ... Read More3. Synchronization of fractional-order LU system with new parameters using the feedback control technique
Volume 09, Issue 04 , Autumn 2020, Pages 281-290
Abstract
In this paper, a feedback control method is employed for synchronization between two identical chaotic fractional order LU system (FOLUS) with the new parameters. We have shown that the convergence rate of synchronization error. Therefore, use encryption and its analysis for the chaotic FOLUS. In addition, ... Read More4. A class of rings between Armendariz and Central Armendariz rings
Volume 09, Issue 04 , Autumn 2020, Pages 301-306
Abstract
The purpose of this paper is to introduce a proper class of rings between Armendariz and Central Armendariz rings. In this direction, we define the concept of Idempotent Armendariz rings. We consider the closure of the $Id$-Armendariz rings with respect to various extensions including direct ... Read More5. Weak separation axioms via almost-ID-sets
Volume 09, Issue 04 , Autumn 2020, Pages 307-310