Dr. Ali Akbar Yazdan Pour | Algebra | Best Researcher Award
Assistant Professor at Institute for Advanced Studies In Basic Sciences, Iran
Professional Profile
Education
Dr. Ali Akbar Yazdan Pour has a strong academic background in mathematics, earning his Ph.D. from the Institute for Advanced Studies in Basic Sciences (IASBS), Iran, in collaboration with Université de Grenoble I, France. His doctoral research focused on “Resolution and Castelnuovo-Mumford Regularity,” supervised by Marcel Morales and Rashid Zaare-Nahandi. Prior to his Ph.D., he completed his M.Sc. in Mathematics at IASBS, where he worked on “Simplicial Complexes and Their Cohen-Macaulay Properties.” He obtained his B.Sc. in Applied Mathematics from Shiraz University, Iran, following his high school diploma in Mathematics and Physics. His academic journey is marked by excellence, securing the top rank in the Ph.D. entrance exam at Tarbiat Modares University. With a solid foundation in algebraic structures, topology, and computational methods, Dr. Yazdan Pour has built a distinguished career in mathematical research, contributing to the advancement of commutative algebra and algebraic geometry.
Professional Experience
Dr. Yazdan Pour has an extensive professional career in academia and research. He is currently the Head of the Department of Mathematics at IASBS, where he has served as an assistant professor since 2013. His teaching expertise spans graduate and undergraduate courses, including commutative algebra, homological algebra, computational algebra, and algebraic geometry. Beyond teaching, he has played an active role in organizing mathematical awards, summer schools, and research seminars, contributing to the growth of the mathematical community. His commitment to fostering research collaborations is evident in his participation in international workshops and research schools, where he has delivered lectures and presented his work. Additionally, he has been involved in various scientific committees and has mentored graduate students. His contributions to research, education, and academic leadership make him a vital figure in advancing mathematical sciences, particularly in the areas of algebraic structures and combinatorial commutative algebra.
Research Interests
Dr. Yazdan Pour’s research interests lie at the intersection of commutative algebra, algebraic geometry, and combinatorial commutative algebra. His work focuses on computational methods in algebra, homological properties of monomial ideals, and the structural behavior of algebraic and combinatorial objects. He has extensively studied simplicial complexes, Castelnuovo-Mumford regularity, and free resolutions, leading to significant contributions in the field. His research explores the algebraic and geometric aspects of hypergraphs and monomial ideals, contributing to computational algebra techniques. His numerous publications in high-impact journals reflect his dedication to advancing mathematical knowledge, and his international collaborations demonstrate his ability to work across different domains. Through his research, he seeks to develop new theoretical frameworks and computational tools to solve complex problems in algebra and geometry, making valuable contributions to both pure and applied mathematics.
Awards and Honors
Dr. Yazdan Pour has been recognized for his outstanding contributions to mathematics with several awards and honors. He was the recipient of the prestigious Prof. Abbas Riazi Kermani Prize for the best article at the 54th Annual Iranian Mathematics Conference (2024), highlighting his exceptional research impact. He also secured first place in the Ph.D. entrance exam at Tarbiat Modares University, demonstrating his academic excellence. Throughout his career, he has received multiple financial supports and scholarships from institutions such as CIMPA, the French government, and the University of Barcelona, allowing him to participate in esteemed research schools worldwide. His commitment to advancing mathematics through teaching, research, and scholarly contributions has earned him a distinguished reputation in the mathematical community. His achievements underscore his role as a leading researcher, mentor, and educator, continually shaping the future of mathematical sciences.
Conclusion
Dr. Ali Akbar Yazdan Pour is a dedicated mathematician whose contributions to commutative algebra and algebraic geometry have made a significant impact on the field. With a strong academic foundation, extensive research publications, and active participation in international mathematical communities, he stands as a prominent figure in his domain. His leadership as Head of the Mathematics Department at IASBS and his efforts in organizing research events demonstrate his commitment to fostering mathematical education and collaboration. His numerous awards, including the Prof. Abbas Riazi Kermani Prize, further solidify his reputation as a leading researcher. As an educator, he has mentored students and taught advanced mathematical courses, shaping future generations of mathematicians. His work continues to influence theoretical and computational advancements in algebra and geometry, positioning him as an invaluable contributor to the global mathematical community.
Publications Top Noted
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Stability of Betti numbers under reduction processes: Towards chordality of clutters
Authors: M. Bigdeli, A. A. Yazdan Pour, R. Zaare-Nahandi
Year: 2017
Citations: 22
Source: Journal of Combinatorial Theory, Series A -
Monomial ideals with 3-linear resolutions
Authors: M. Morales, A. Nasrollah Nejad, A. A. Yazdan Pour, R. Zaare-Nahandi
Year: 2014
Citations: 19
Source: Annales de la Faculté des sciences de Toulouse: Mathématiques -
The regularity of edge ideals of graphs
Authors: M. Morales, A. A. Yazdan Pour, R. Zaare-Nahandi
Year: 2012
Citations: 15
Source: Journal of Pure and Applied Algebra -
Simplicial orders and chordality
Authors: M. Bigdeli, J. Herzog, A. A. Yazdan Pour, R. Zaare-Nahandi
Year: 2017
Citations: 11
Source: Journal of Algebraic Combinatorics -
Decomposable clutters and a generalization of Simon’s conjecture
Authors: M. Bigdeli, A. A. Yazdan Pour, R. Zaare-Nahandi
Year: 2019
Citations: 10
Source: Journal of Algebra -
Candidates for nonzero Betti numbers of monomial ideals
Author: A. A. Yazdan Pour
Year: 2017
Citations: 9
Source: Communications in Algebra -
Regularity and free resolution of ideals which are minimal to d-linearity
Authors: M. Morales, A. A. Yazdan Pour, R. Zaare-Nahandi
Year: 2016
Citations: 9
Source: Mathematica Scandinavica -
Cellular resolutions of monomial ideals and their Artinian reductions
Authors: S. Faridi, M. D. G. F. D. Ghorbani, R. Ghorbani, A. A. Yazdan Pour
Year: 2024
Citations: 6
Source: Journal of Pure and Applied Algebra -
Multigraded minimal free resolutions of simplicial subclutters
Authors: M. Bigdeli, A. A. Yazdan Pour
Year: 2021
Citations: 5
Source: Journal of Combinatorial Theory, Series A -
Positive matching decompositions of graphs
Authors: M. F. D. G., S. Gharakhloo, A. A. Yazdan Pour
Year: 2022
Citations: 4
Source: Discrete Applied Mathematics -
Shedding vertices and Ass-decomposable monomial ideals
Authors: R. Jafari, A. A. Yazdan Pour
Year: 2021
Citations: 4
Source: arXiv preprint -
Two results on the regularity of monomial ideals
Authors: A. A. Yazdan Pour, R. Zaare-Nahandi
Year: 2013
Citations: 3
Source: 10th Seminar on Commutative Algebra and Related Topics -
On the blowup of affine spaces along monomial ideals: Tameness
Authors: A. Nasrollah Nejad, A. Nikseresht, A. A. Yazdan Pour, R. Zaare-Nahandi
Year: 2019
Citations: 2
Source: Journal of Symbolic Computation -
Extending simplicial complexes: Topological and combinatorial properties
Authors: M. F. D. G., A. Shamsian, A. A. Yazdan Pour
Year: 2025
Citations: Not available
Source: Discrete Mathematics -
Positive matching decompositions of the Cartesian product of graphs
Authors: M. F. D. G., A. A. Yazdan Pour
Year: 2025
Citations: Not available
Source: arXiv preprint