This issue comes with changes in our web page and the addition of a group of scholars who have graciously accepted to be our advisory board members. PLSJ was a challenge in Persian studies in Iran and was faced with quite a few obstacles in these five volumes. The ministry of higher education still does not consider PLSJ as an academic journal and does not list in its approved list of journals!...

It is our pleasure to inform our Iranian Rehabilitation Journal readers and contributors that the journal had been indexed in IndexCopernicus Journals Master List which can be seen in http://journals.indexcopernicus.com/masterlist.php. We intend to enrich the quality and variety of articles in the future issues, so we kindly request all scholars and researchers to submit their manuscripts in wi...

‎Our aim in this very short note is to show that the proof of the‎ ‎following well-known fundamental lemma of Zariski follows from an‎ ‎argument similar to the proof of the fact that the rational field‎ ‎$mathbb{Q}$ is not a finitely generated $mathbb{Z}$-algebra.

Primary-like and weakly primary-like submodules are two new generalizations of primary ideals from rings to modules. In fact, the class of primary-like submodules of a module lie between primary submodules and weakly primary-like submodules properly.  In this note, we show that these three classes coincide when their elements are submodules of a multiplication module and satisfy the primeful pr...

‎The main purpose of this note is to establish some bounds in Poisson approximation for row-wise arrays of independent geometric distributed random variables using the operator method‎. ‎Some results related to random sums of independent geometric distributed random variables are also investigated.

In this note we point out and rectify some errors in a recently published paper “N. Singh, R. Jain: Coupled Fixed Point Results For Weakly Related Mappings In Partially Ordered Metric Spaces, Bull. Iranian Math. Soc. 40 (2014), no. 1, 29-40”.

In this note, we propose a modification of Steffensen's method with some free parameters. These parameters are then be used for further acceleration via the concept of with memorization. In this way, we derive a fast Steffensen-type method with memory for solving nonlinear equations. Numerical results are also given to support the underlying theory of the article.