Rizwan Gul | Mathematics | Best Researcher Award

Dr. Rizwan Gul | Mathematics | Best Researcher Award

Research Associate, Quaid-i-Azam University, Islamabad Pakistan

Rizwan Gul is a Pakistani mathematician, currently a Ph.D. candidate in Pure Mathematics at Quaid-i-Azam University, Islamabad. His research focuses on fuzzy algebraic structures, soft sets, and decision-making theory, applying these concepts to complex problem-solving in areas like multi-criteria decision-making. He has contributed significantly to academic literature through several high-impact publications. Rizwan holds an M.Phil. in Pure Mathematics from the same university, with a BS from Kohat University of Science & Technology. He is deeply involved in both theoretical and applied mathematics.

 

Publication Profile

Orcid

🎓 Education

Ph.D. in Pure Mathematics (2020-2024), Quaid-i-Azam University, Islamabad. M.Phil. in Pure Mathematics (2018-2020), Quaid-i-Azam University, Islamabad. BS in Mathematics (2013-2017), Kohat University of Science & Technology, Kohat His Ph.D. thesis focuses on (α, β)-Multi-Granulation Bipolar Fuzzified Rough Sets and their applications in decision-making, supervised by Prof. Dr. Muhammad Shabir.

💼 Experience

Rizwan Gul has extensive academic experience, currently engaged in research as a Ph.D. candidate at Quaid-i-Azam University. He has collaborated with international researchers on multiple high-impact journal papers, contributing to fields like decision theory, fuzzy sets, and mathematical modeling. Rizwan has also worked as a teaching assistant and has mentored undergraduate students in various mathematical disciplines, specifically in pure mathematics.

🏆 Awards & Honors

Rizwan has received several accolades for his research and academic excellence, including recognition for outstanding publications in top-tier journals. He has won numerous awards such as the Best Paper Award in conferences and research excellence awards from Quaid-i-Azam University. His work is frequently cited in academic literature, contributing to advancements in fuzzy algebraic structures and decision-making theory.

🔬 Research Focus

Rizwan’s research areas include fuzzy algebraic structures, fuzzy sets and their generalizations, decision-making theory, soft sets, rough sets, and their hybrid algebraic structures. His research also delves into aggregation operators and algebraic cryptography. He has applied these theories to multi-criteria decision-making (MCDM), improving processes in complex decision environments, especially in group decision-making scenarios and medical decision-making techniques.

Publication Top Notes

  • Title: Roughness of a set by -indiscernibility of Bipolar fuzzy relation
    Year: 2020
    Authors: R Gul, M Shabir
    Citations: 22

 

  • Title: Modified rough bipolar soft sets
    Year: 2020
    Authors: M Shabir, R Gul
    Citations: 22

 

  • Title: Rough bipolar fuzzy ideals in semigroups
    Year: 2023
    Authors: N Malik, M Shabir, TM Al-shami, R Gul, M Arar, M Hosny
    Citations: 13

 

  • Title: Medical decision-making techniques based on bipolar soft information
    Year: 2023
    Authors: N Malik, M Shabir, TM Al-shami, R Gul, A Mhemdi
    Citations: 12

 

  • Title: A novel approach toward roughness of bipolar soft sets and their applications in MCGDM
    Year: 2021
    Authors: R Gul, M Shabir, M Naz, M Aslam
    Citations: 9

 

  • Title: A novel decision-making technique based on T-rough bipolar fuzzy sets
    Year: 2024
    Authors: N Malik, M Shabir, TM Al-shami, R Gul, M Arar
    Citations: 8

 

  • Title: A study on soft multi-granulation rough sets and their applications
    Year: 2022
    Authors: S Ayub, W Mahmood, M Shabir, ANA Koam, R Gul
    Citations: 8

 

  • Title: Multigranulation modified rough bipolar soft sets and their applications in decision-making
    Year: 2022
    Authors: R Gul, M Shabir, M Aslam, S Naz
    Citations: 8

 

  • Title: A comprehensive study on -bipolar fuzzified rough set model based on bipolar fuzzy preference relation and corresponding decision-making applications
    Year: 2023
    Authors: R Gul, M Shabir, M Naeem
    Citations: 7

 

  • Title: An extension of VIKOR approach for MCDM using bipolar fuzzy preference δ-covering based bipolar fuzzy rough set model
    Year: 2025
    Authors: R Gul
    Citations: 5

 

  • Title: Another approach to linear Diophantine fuzzy rough sets on two universes and its application towards decision-making problems
    Year: 2023
    Authors: S Ayub, M Shabir, R Gul
    Citations: 5

 

  • Title: A Comprehensive study on (α, β)-multi-granulation bipolar fuzzy rough sets under bipolar fuzzy preference relation
    Year: 2023
    Authors: R Gul, M Shabir, TM Al-Shami, M Hosny
    Citations: 4

 

  • Title: Development of Aczel-Alsina t-norm based linear Diophantine fuzzy aggregation operators and their applications in multi-criteria decision-making with unknown weight information
    Year: 2024
    Authors: R Gul, TM Al-Shami, S Ayub, M Shabir, M Hosny
    Citations: 3

 

  • Title: Covering-based -multi-granulation bipolar fuzzy rough set model under bipolar fuzzy preference relation with decision-making applications
    Year: 2024
    Authors: R Gul, M Shabir, AN Al-Kenani
    Citations: 3

 

  • Title: A Novel Approach for Fuzzification of Rough Sets Based on Fuzzy Preference Relation: Properties and Application to Medicine Selection Problem
    Year: 2024
    Authors: R Gul, S Ayub, M Shabir, AY Hummdi, A Aljaedi, Z Bassfar
    Citations: 3

 

 

Abdelhak HAFDALLAH | Applied mathematics | Best Researcher Award

Dr. Abdelhak HAFDALLAH | Applied mathematics | Best Researcher Award

Associate Professor at Echahid Cheikh Larbi Tebessi university,  Algeria

Abdelhak Hafdallah is an Associate Professor at the University of Tébessa, Algeria, in the Department of Mathematics and Computer Science. Specializing in optimal control and applied mathematics, he has made significant contributions to the study of systems with incomplete data and the application of sentinel methods in mathematical equations. A dedicated academic, Abdelhak has authored numerous peer-reviewed articles and presented at key international conferences. His research primarily revolves around control theory, hyperbolic equations, and identification problems. Abdelhak actively mentors PhD students and has participated in various scientific committees for conferences. Fluent in Arabic, French, and English, he is well-regarded for his academic rigor and collaborations. He is also a member of editorial boards and a reviewer for several prestigious mathematics journals.

Profile

Scopus

Scholar

🎓 Education 

Abdelhak Hafdallah completed his Ph.D. at the University of Oum El Bouaghi (2013-2018) under the guidance of Prof. Abdelhamide Ayadi. His doctoral research focused on the optimal control of hyperbolic equations with missing data, a significant topic in applied mathematics. Prior to his Ph.D., Abdelhak earned his Magisterium from the University of Tébessa (2010-2012), specializing in mathematics under Prof. Ayadi’s mentorship. His academic journey began at the University of Tébessa, where he graduated as the top student in his class with a Diplôme d’Études Supérieures (D.E.S.) in Mathematics (2005-2009). Throughout his academic career, Abdelhak has displayed exceptional proficiency and expertise in solving complex mathematical problems, laying a solid foundation for his future research.

💼 Experience

Since July 2018, Abdelhak Hafdallah has been serving as an Associate Professor at the University of Tébessa, Algeria. Prior to this role, he worked as an Assistant Professor at the same institution from 2012 to 2018. His teaching portfolio includes courses such as Elliptic Problems, Spectral Methods, and Control Theory. Abdelhak has also advised numerous Master’s and Ph.D. students and served as a co-supervisor on several doctoral dissertations. In addition to teaching, Abdelhak has extensive experience in organizing academic events, including his involvement as a member of the scientific committee for the IEEE International Conference on Recent Advances in Mathematics and Informatics (ICRAMI 2021) and other local conferences and workshops. His academic roles highlight his commitment to both teaching and research in applied mathematics.

🏆 Awards & Honors 

Abdelhak Hafdallah has received notable accolades throughout his academic career. In 2009, he was recognized as the head of his class and awarded by the University of Tébessa for being part of the promotional staff. He also serves as a respected peer reviewer for numerous international journals, including the Taiwanese Journal of Mathematics, Journal of Nonlinear Evolution Equations and Applications, and Fractional Calculus and Applied Analysis. Abdelhak’s contributions extend to editorial responsibilities, where he was a guest editor for the special issue “Recent Advances on Control Theory of Uncertain Systems” in Contemporary Mathematics in 2023 and 2024. His ongoing academic involvement reflects his dedication to advancing research in mathematics, particularly in control theory and system identification problems.

🔍 Research Focus

Abdelhak Hafdallah’s research focuses on optimal control, applied mathematics, and the identification of parameters in complex systems. His work on hyperbolic and parabolic equations with missing data is well recognized in the academic community. Abdelhak specializes in the application of the sentinel method for solving identification problems in various differential equations, including the Schrödinger equation and the acoustic equation. He has also investigated the no-regret control method for identifying diffusion coefficients and bulk modulus coefficients in parameter-dependent systems. His research contributes significantly to control theory and mathematical modeling, particularly in the identification and control of systems with incomplete or uncertain data. Through collaborations with other experts and participation in international conferences, Abdelhak continues to drive innovative solutions to complex mathematical challenges.

Publications Top Notes:

 

  1. Optimal control of electromagnetic wave displacement with an unknown velocity of propagation
    • A. Hafdallah, A. Ayadi
    • 2018

 

  1. Optimal control of a thermoelastic body with missing initial conditions
    • A. Hafdallah, A. Ayadi
    • 2020

 

  1. Identification problem of a fractional thermoelastic deformation system with incomplete data: A sentinel method
    • C. Laouar, A. Ayadi, A. Hafdallah
    • 2022

 

  1. Predictive modeling and multi-response optimization of physical and mechanical properties of SCC based on sand’s particle size distribution
    • Z. Benghazi, L. Zeghichi, A. Djellali, A. Hafdallah
    • 2020

 

  1. On the optimal control of linear systems depending upon a parameter and with missing data
    • A. Hafdallah
    • 2020

 

  1. Identification of the potential coefficient in the wave equation with incomplete data: A sentinel method
    • B. Elhamza, A. Hafdallah
    • 2022

 

  1. Averaged null controllability for some hyperbolic equations depending on a parameter
    • M. Abdelli, A. Hafdallah
    • 2021

 

  1. No-regret optimal control characterization for an ill-posed wave equation
    • A. Hafdallah, A. Ayadi, C. Laouar
    • 2017

 

  1. Regional averaged controllability for hyperbolic parameter dependent systems
    • M. Abdelli, A. Hafdallah, F. Merghadi, M. Louafi
    • 2020

 

  1. Identification of the bulk modulus coefficient in the acoustic equation from boundary observation: A sentinel method
    • B. Elhamza, A. Hafdallah
    • 2023

 

  1. Optimal control of a partially known coupled system of BOD and DO
    • L. Chafia, A. Abdelhamid, H. Abdelhak
    • 2021

 

  1. Optimal control of some hyperbolic equations with missing data
    • A. Hafdallah
    • 2018

🏆 Conclusion

Prof. Abdelhak Hafdallah is a well-rounded and impactful researcher, with substantial contributions to applied mathematics, control theory, and academic mentorship. His strong publication record, international collaborations, and leadership in the academic community position him as a strong contender for the Best Researcher Award. Improving outreach beyond his core research area and expanding interdisciplinary collaborations could further enhance his already impressive profile.