Dr. Prashantkumar Patel, Sardar Patel University, India.
Dr. Prashantkumar Patel is an esteemed mathematician specializing in Approximation Theory and Mathematical Analysis. He holds a Ph.D. in Mathematics from S.V. National Institute of Technology, Surat, and has cleared the NET-CSIR Exam with anΒ All India Rank 1. With overΒ 15 years of teaching and research experience, he has served as an Assistant Professor atΒ Sardar Patel UniversityΒ andΒ St. Xavier College. His work focuses on summation-integral type operators and generalizations of classical theorems. He has successfully led research projects, including the SEED Money project onΒ Mittag-Leffler Operators, contributing significantly to applied mathematics.Β 
Publivation Profiles
Education and Experience
Β Education:
Β Ph.D. in MathematicsΒ (2017) β S.V. National Institute of Technology, Surat- Β M.Phil. in MathematicsΒ (80.60% Distinction) β Sardar Patel University (2005-2006)
- Β M.Sc. in MathematicsΒ (78.69% Distinction) β Sardar Patel University (2003-2005)
- Β B.Sc. in MathematicsΒ (70.10%) β St. Xavierβs College, Gujarat University (2000-2003)
Β NET-CSIR Exam (Mathematical Science)Β βΒ All India Rank 1Β (2014)
Β Professional Experience:
Β Assistant Professor, Sardar Patel University, Vallabh Vidyanagar (2021-Present)- Β Assistant Professor, St. Xavier College, Ahmedabad (2012-2021)
- Β Assistant Professor, Gandhinagar Institute of Technology (2011-2012)
Β Stock Controller, Bradgate Bakery, UK (2008-2010)- Β Lecturer, A.D. Patel Institute of Technology (2007-2008)
- Β Lecturer, Birla Vishwakarma Engineering College & V.P. & R.P.T.P. Science College (2006-2007)
Suitability summaryΒ
Dr. Prashantkumar Patel, Assistant Professor in the Department of Mathematics at Sardar Patel University, Vallabh Vidyanagar, is honored with the Best Researcher Award for his exemplary contributions to Mathematical Sciences, specifically in the field of approximation theory. His extensive research, academic excellence, and innovative contributions in summation-integral operators have garnered recognition in both national and international research communities.
Professional Development
Dr. Prashantkumar Patel has been actively involved inΒ mathematical research, higher education, and project-based learning. His expertise lies inΒ integral operators, summation methods, and functional analysis, with a strong focus on Approximation Theory. He has successfully completed aΒ SEED Money research projectΒ (2022-2024) onΒ Mittag-Leffler Operators, supported byΒ Sardar Patel University. His commitment to academia is evident through hisΒ mentorship of students, participation in national conferences, and numerous research contributions. As aΒ respected mathematician and educator, he continues to push the boundaries of mathematical understanding and its real-world applications.Β 
Research Focus
Dr. Patel’s research primarily focuses onΒ Approximation Theory, Integral Operators, and Summation-Integral Type Operators. HisΒ Ph.D. researchΒ exploredΒ Summation-Integral Type Operators in Approximation Theory, providing new insights intoΒ functional analysis and operator theory. His work extends toΒ generalizations of classical theorems, includingΒ Wiener and Levyβs Theorems. He is also deeply engaged in research onΒ Mittag-Leffler Operators and their integral generalizations, contributing to the field ofΒ mathematical modeling, numerical analysis, and applied mathematics. His findings have practical implications inΒ engineering, computational mathematics, and theoretical physics.Β
Awards And Honours
- Β NET-CSIR Exam (Mathematical Science) β All India Rank 1Β (2014)
Β Excellent Research Contribution AwardΒ β Sardar Patel University
Β Best Ph.D. Thesis AwardΒ β S.V. National Institute of Technology, Surat
Β Distinction in M.Phil. & M.Sc. MathematicsΒ β Sardar Patel University
Β SEED Money Research Grant RecipientΒ (2022-2024) β Sardar Patel University
Publication Top Noted
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Statistical convergence of LupaΕ-Jain operatorsΒ β AIP Conference Proceedings, 2024Β
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On Positive Linear Operators linking Gamma, Mittag-Leffler and Wright FunctionsΒ β Int. J. Applied & Computational Mathematics, 2024
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Approximation Using Generalization Of LupaΕ OperatorsΒ β Applied Mathematics E-Notes, 2024Β Β
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Certain properties of generalized Mittag-Leffler operatorsΒ β Fractional Differential Equations (Book Chapter), 2024 (Cited: 1)Β
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The rate of approximation of functions in an infinite interval by positive linear operatorsΒ β Georgian Mathematical Journal, 2022Β
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On LupaΕ-Jain-Beta OperatorsΒ β Thai Journal of Mathematics, 2022 (Cited: 2)Β
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Schurer Type Modification of LupaΕ-Jain Operators and Its PropertiesΒ β Palestine Journal of Mathematics, 2022 (Cited: 2)Β
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On Integral Generalization of LupaΕ-Jain OperatorsΒ β Filomat, 2022 (Cited: 4)Β
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Some approximation properties of King type generalization of modified positive linear operatorsΒ β Applied Mathematics E-Notes, 2020Β
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Some approximation results of Kantorovich type operatorsΒ β Journal of Computational Analysis and Applications, 2020 (Cited: 1)Β
