Kamal Aziziheris | Algebra | Best Researcher Award

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Prof. Kamal Aziziheris | Algebra | Best Researcher Award

Professor at University of Tabriz, Iran

Prof. Kamal Aziziheris, Professor of Mathematics at the University of Tabriz, is a leading expert in Group Representation Theory, specializing in the Character Theory of Finite Groups. He earned his Ph.D. from Kent State University, USA, and has since contributed extensively to the field through influential research, international collaborations, and high-impact publications in prestigious journals such as Journal of Algebra and Communications in Algebra. His academic journey spans notable research visits to Texas State University and the American University of Beirut, alongside mentoring multiple Ph.D. and M.Sc. students. An active reviewer for top journals and an AMS/zbMath reviewer, he plays a vital role in advancing global mathematical knowledge. Prof. Aziziheris’s scholarly excellence, leadership, and dedication to mathematical research make him a distinguished figure in the academic community.

Professional Profile

Google Scholar | Scopus Profile | ORCID Profile 

Education

Prof. Kamal Aziziheris earned his B.Sc. in Mathematics from the University of Tabriz and M.Sc. in Mathematics from the University of Tehran. He later pursued his Ph.D. in Mathematics at Kent State University, USA, specializing in Group Representation Theory under Prof. Mark L. Lewis. His doctoral research focused on determining group structure from the sets of character degrees, a significant topic in algebra. Following his Ph.D., he undertook a Postdoctoral Fellowship at Texas State University, further refining his expertise. His educational journey, marked by academic excellence and prestigious fellowships, provided a solid foundation for his distinguished research career, combining deep theoretical insight with a commitment to mathematical advancement on both national and international levels.

Experience

With over two decades in academia, Prof. Kamal Aziziheris has held roles from Lecturer to Full Professor at the University of Tabriz. His career also includes Postdoctoral Researcher at Texas State University and Visiting Assistant Professor at the American University of Beirut. He has supervised 4 Ph.D. and 16 M.Sc. students in pure mathematics, taught diverse mathematics courses, and led advanced seminars in finite group theory. His experience extends internationally, with research visits to prestigious institutions and invited talks at major conferences. As a reviewer for leading journals and AMS/zbMath, he actively contributes to the global research community. His professional journey reflects consistent growth, leadership, and impactful contributions to both teaching and mathematical research.

Research Interest

Prof. Kamal Aziziheris’s primary research lies in Group Representation Theory, with a focus on the Character Theory of Finite Groups. His work explores the intricate relationship between group structure and the set of irreducible character degrees, particularly in solvable and nonsolvable groups. He has addressed key problems related to direct products, solvability criteria, and degree graphs, producing results published in high-impact journals such as Journal of Algebra and Communications in Algebra. His research also ventures into quantum algebra structures, reflecting a broad yet deep mathematical vision. With ongoing projects on conjectures like Isaacs–Seitz and Huppert’s, Prof. Aziziheris continues to push theoretical boundaries, while his collaborative approach fosters meaningful exchanges with mathematicians worldwide, enhancing the impact and reach of his scholarly work.

Award and Honor

Prof. Kamal Aziziheris has earned numerous accolades recognizing his research excellence and teaching distinction. During his Ph.D. at Kent State University, he received the Fellowship Award, Graduate Student Senate Dissertation Award, and the Phi Beta Award for academic excellence. He also won the Chairman’s Award for Excellence in Teaching at the University of Tabriz and secured top positions in national mathematics competitions, including First Prize in Algebra Problems at the 23rd Annual Universities Contest. Earlier in his career, he earned the Institute for Studies in Theoretical Physics and Mathematics Fellowship and prizes in the Iranian Mathematical Olympiad. These honors reflect not only his intellectual achievements but also his dedication to high-quality teaching, mentorship, and advancing mathematical knowledge both nationally and internationally.

Research Skill

Prof. Kamal Aziziheris possesses exceptional skills in algebraic problem-solving, abstract reasoning, and advanced mathematical proof construction. His expertise in group theory enables him to analyze and characterize the structural properties of finite groups through irreducible character degrees. He is adept at handling complex computations using Magma, and proficient in LaTeX for professional academic writing. His research skills encompass formulating conjectures, devising proof strategies, and applying theoretical results to broader algebraic frameworks. As a peer reviewer for major journals, he demonstrates sharp analytical judgment and attention to detail. These abilities, coupled with his strong collaborative and mentorship skills, allow him to lead impactful research projects and guide emerging mathematicians toward producing high-quality, publishable work in the global mathematical community.

Publication Top Notes

  • Title: Computerized techniques pave the way for drug-drug interaction prediction and interpretation
    Authors: R Safdari, R Ferdousi, K Aziziheris, SR Niakan-Kalhori, Y Omidi
    Year: 2016
    Citations: 45

  • Title: The quantum group SLq⋆(2) and quantum algebra Uq (sl2⋆) based on a new associative multiplication on 2×2 matrices
    Authors: K Aziziheris, H Fakhri, S Laheghi
    Year: 2020
    Citations: 8

  • Title: Determining group structure from the sets of character degrees
    Authors: K Aziziheris
    Year: 2010
    Citations: 8

  • Title: Simple groups with few irreducible character degrees
    Authors: K Aziziheris, F Shafiei, F Shirjian
    Year: 2021
    Citations: 7

  • Title: Some character degree conditions implying solvability of finite groups
    Authors: K Aziziheris
    Year: 2013
    Citations: 7

  • Title: Taketa’s theorem for some character degree sets
    Authors: K Aziziheris, ML Lewis
    Year: 2013
    Citations: 5

  • Title: A direct product coming from a particular set of character degrees
    Authors: K Aziziheris
    Year: 2011
    Citations: 4

  • Title: Bounding the derived length for a given set of character degrees
    Authors: K Aziziheris
    Year: 2011
    Citations: 4

  • Title: Taketa’s theorem for relative character degrees
    Authors: K Aziziheris
    Year: 2013
    Citations: 3

  • Title: Variations on average character degrees and solvability
    Authors: N Ahanjideh, Z Akhlaghi, K Aziziheris
    Year: 2024
    Citations: 2

  • Title: Some character degree sets implying nonsolvability
    Authors: K Aziziheris
    Year: 2020
    Citations: 2

  • Title: Some nonsolvable character degree sets
    Authors: K Aziziheris
    Year: 2019
    Citations: 2

  • Title: Some solvable character degree sets
    Authors: K Aziziheris, MH Salmani Yengejeh
    Year: 2017
    Citations: 2

  • Title: Finite groups with a given set of character degrees
    Authors: F Shafiei, A Iranmanesh, ML Lewis, K Aziziheris
    Year: 2016
    Citations: 2

  • Title: Variations on average character degrees and solvability
    Authors: N Ahanjideh, Z Akhlaghi, K Aziziheris
    Year: 2022
    Citations: 1

Conclusion

Prof. Kamal Aziziheris embodies the qualities of an outstanding mathematician—intellectual rigor, global collaboration, and academic leadership. His groundbreaking contributions to Group Representation Theory have advanced the understanding of finite group structures, while his prolific publications in leading journals underscore his research impact. Equally dedicated to teaching, he has nurtured the growth of numerous graduate students, leaving a lasting influence on the mathematical community. His active participation in conferences, peer reviewing, and editorial contributions reflects his commitment to strengthening scholarly networks worldwide. With ongoing projects addressing significant conjectures and his readiness to explore interdisciplinary applications, Prof. Aziziheris’s future holds promise for further advancements in mathematics. His career achievements and dedication make him a deserving figure for prestigious recognitions such as the Best Researcher Award.

Xuefeng Mao | Algebra | Best Researcher Award

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Prof. Xuefeng Mao | Algebra | Best Researcher Award

Professor at Shanghai University, China

Professor Xuefeng Mao is a distinguished mathematician specializing in homological algebra, DG categories, algebraic geometry, and rational homotopy theory. He currently serves as a Professor at Shanghai University and has held various academic positions, including Associate Professor and Senior Lecturer. His extensive academic background includes a Ph.D. from Fudan University and postdoctoral research at Fudan and the University of Washington. Professor Mao has made significant contributions to the study of DG algebras, homological invariants, and representation theory, with numerous publications in renowned mathematical journals. He has been awarded substantial funding from the National Natural Science Foundation of China for his projects focused on the properties, constructions, and applications of homologically smooth DG algebras. In addition to his research, Professor Mao has mentored several graduate students, contributing to the development of future scholars in the field. His work continues to shape the landscape of modern algebra and geometry.

Professional Profile 

Scopus Profile

Education

Professor Xuefeng Mao earned his Ph.D. in Mathematics from Fudan University in 2008, where he focused his dissertation on homological invariants for connected cochain DG algebras. His foundation in mathematics was built at Zhejiang Normal University, where he obtained his Bachelor’s degree in 2002. During his academic journey, Professor Mao acquired a deep understanding of algebraic structures and their applications. His education laid the groundwork for a successful career in academia and research, providing him with the expertise to tackle complex problems in homological algebra, representation theory, and rational homotopy theory. His Ph.D. work at Fudan University, particularly in the area of homologically smooth DG algebras, was instrumental in pushing the boundaries of knowledge in the field. Over the years, Professor Mao has cultivated a passion for academic exploration and research, inspiring many students in the process.

Professional Experience

Professor Xuefeng Mao is a distinguished faculty member at Shanghai University, where he has been serving as a Professor in the Department of Mathematics & School of Science since 2020. Prior to this, he held the position of Associate Professor at the same institution from 2015 to 2020, and Senior Lecturer from 2010 to 2015. His academic journey also includes postdoctoral fellowships at renowned institutions. From 2013 to 2014, Professor Mao was a Visiting Scholar at the University of Washington in Seattle, USA. Before that, he completed his postdoctoral research at Fudan University from 2008 to 2010. His vast professional experience, coupled with his commitment to advancing mathematical research and teaching, has made him a respected figure in the mathematical community. Through various roles, Professor Mao has contributed to both the academic environment at Shanghai University and the wider global research community.

Research Interests

Professor Xuefeng Mao’s research interests are centered on homological algebras, DG categories, algebraic geometry, representation theory of algebras, rational homotopy theory, and probability and statistics. His work focuses on understanding the properties, constructions, classifications, and homological invariants of homologically smooth DG algebras, which are a class of algebraic structures with a strong influence on algebraic geometry and representation theory. Professor Mao has significantly contributed to the study of DG algebras and their applications, such as their role in noncommutative algebraic geometry and rational homotopy theory. Additionally, his interest in probability and statistics has allowed him to explore the connection between algebraic structures and probabilistic models. His research has led to several important papers published in top mathematical journals, and his work continues to be influential in the study of algebraic and geometric structures, contributing to the growth of both theoretical and applied mathematics.

Awards and Honors

Professor Xuefeng Mao has received numerous accolades for his outstanding contributions to mathematics, particularly in the areas of homological algebra and algebraic geometry. He has been awarded funding by the National Natural Science Foundation of China for multiple research projects, showcasing the recognition of his work by the academic community. His research projects, such as “The research on the properties, constructions, classifications, and homological invariants of homologically smooth DG algebras,” have garnered support due to their significant impact on advancing mathematical knowledge. These prestigious awards highlight his ability to secure competitive funding and produce groundbreaking work. Additionally, Professor Mao’s research projects have been well-received internationally, further solidifying his reputation as a leading scholar in his field. His accomplishments reflect both his expertise in advanced mathematics and his dedication to enhancing the understanding of complex algebraic structures.

Conclusion

Professor Xuefeng Mao is a leading scholar in the field of mathematics, particularly in the areas of homological algebras, DG categories, algebraic geometry, and representation theory. His extensive educational background, coupled with years of professional experience at Shanghai University, has enabled him to make substantial contributions to the understanding of mathematical structures. Through his research, he has significantly advanced the study of DG algebras, rational homotopy theory, and their applications in algebraic geometry. In addition to his impressive research achievements, Professor Mao has been instrumental in mentoring MSc students, contributing to the development of future scholars in the field. His ability to secure competitive research funding, his global collaborations, and his publications in prestigious journals further solidify his stature as an exceptional researcher. Professor Mao’s work continues to inspire and impact the field of mathematics, making him a valuable asset to the academic and research communities.

Publications Top Noted