Author

Mohammad Reza Farhangdoost

Department of Mathematics College of Sciences Shiraz University P. O. Box 71457-44776, Shiraz, Shiraz, 71454, Iran

Published papers: 6
Citations: 3
Views: 126
Downloads: 28

Publications

6 papers

Open Access Research Article·pp. 59–79·Vol. 23, Issue 1 & 2Nov 2025

Travel time distribution estimation on arterial networks under the stationary conditions

Sara Rahimi, Mohammad Reza Mehregan, Mansoor Momeni, Mohammad Reza Farhangdoost

Published Online: 01 Nov 2025DOI: 10.47974/JDSGT-2024-11016

In this paper: Travel time estimation is a challenging task due to the lots of influential factors. The most pre-existing travel time literature assumes travel time follows a specified distribution. Their goal is to...

Abstract References Full Text PDF (897 KB)Views: 64Downloads: 7Citations: 0

Open Access Research Article·pp. 137–175·Vol. 20, Issue 2Jul 2022

Geometric Structures On 3-Dimensional Hom-Lie Algebras

Mohammad Reza Farhangdoost, Reyhaneh Bahrami Ziabari, Abdoreza Armakan

Published Online: 03 Jul 2022DOI: 10.1080/1726037X.2022.2079269

In this paper: Some classes of almost contact structures on 5-dimensional nilpotent Lie algebras were investigated in the literature. On the other hand, there are several generalizations of Lie algebras and their ch...

Abstract References Full Text PDF (583 KB)Views: 30Downloads: 4Citations: 0

Open Access Research Article·pp. 27–37·Vol. 18, Issue 1Jan 2020

Representation up to Homotopy and Hom-Lie Algebroid Modules

S. Merati, Mohammad Reza Farhangdoost, A.R. Attari Polsangi

Published Online: 02 Jan 2020DOI: 10.1080/1726037X.2020.1788817

In this paper: In this paper we introduce the concept of hom-Lie algebroid modules and hom-Lie algebroids. Then we show the correspondence between hom-Lie algebroid modules and representation up to homotopy of hom-L...

Abstract References Full Text PDF (554 KB)Views: 11Downloads: 3Citations: 2

Open Access Article·pp. 103–107·Vol. 12, Issue 2Jul 2014

Matrix Characterization for the Manifold of Euclidean Inner Products of 2-Dimensional Torus

Mohammad Reza Farhangdoost

Published Online: 03 Jul 2014DOI: 10.1080/1726037X.2014.979705

In this paper: In this paper we study the manifold of all Euclidean inner products of the 2-dimensional torus and we find a representation of its elements by matrices theory.

Abstract References Full Text PDF (275 KB)Views: 5Downloads: 7Citations: 0

Open Access Original Articles·pp. 87–92·Vol. 8, Issue 1Jun 2013

Differential Connections on Top Spaces

Mohammad Reza Farhangdoost

Published Online: 03 Jun 2013DOI: 10.1080/1726037X.2010.10698580

In this paper: In this paper we construct differential connections such as horizontal lines and we show that: they have Lie semigroup structure with an identity element. We also show that differential connections st...

Abstract References Full Text PDF (150 KB)Views: 5Downloads: 4Citations: 0

Open Access Original Articles·pp. 61–69·Vol. 10, Issue 1May 2012

Metrizable and 2-Metrizable Topological Spaces

Mohammad Reza Farhangdoost

Published Online: 01 May 2012DOI: 10.1080/1726037X.2012.10698608

In this paper: In this paper we introduce (∈ − 2)-ball centered at each point in 2-metric topological space (X,d). Theorems on the normal, regular and Hausdorff topological spaces in 2-metrizable topological space a...

Abstract References Full Text PDF (178 KB)Views: 11Downloads: 3Citations: 1