Gaurang Sharma | Mathematics | Young Researcher Award

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Dr. Gaurang Sharma | Mathematics | Young Researcher Award

College of Agricultural Engineering & Technology | India

Dr. Sharma Gaurangkumar Bhanuprasad is a dedicated academician and researcher currently serving as an Assistant Professor at the College of Agricultural Engineering & Technology, Godhra. He holds a doctoral degree in Mathematics with a strong foundation in advanced mathematical concepts and their real-world applications. His primary research interests include mathematical modeling and epidemiology, with a focus on developing analytical frameworks for understanding complex biological and environmental systems. He has contributed significantly to the research community through multiple publications, including five journal papers indexed in reputable scientific databases, two research papers presented at international conferences, and two patents under process. His Google Scholar profile reflects his growing scholarly influence, supported by a citation count of three, documented research outputs, and measurable academic contributions. He is also associated with professional bodies through two memberships, reinforcing his involvement in collaborative scientific initiatives. His research identifiers include an ORCID profile and a Scopus Author ID, ensuring transparent documentation of his academic work. He has been honored with the SHODH scholarship awarded by the Education Department of Gujarat for research excellence. Dr. Sharma continues to advance innovative ideas in mathematical sciences, contributing meaningfully to the academic, scientific, and applied research communities.

Profile: Google Scholar

Featured Publications

Sharma, A., Sharma, G., & Singh, F. (2023). Computational models to study the infectious disease COVID-19: A review. International Journal of Mathematical Modelling and Numerical Optimisation.

Sharma, G., Sharma, A., & Parmar, N. (2024). A delay differential equation model on COVID-19 with vaccination strategy. RAIRO – Operations Research, 58(5), 4093–4117.

Sharma, G., & Sharma, A. (2024). The effect of double dose of vaccination on COVID-19 infection in India: A mathematical study. World Scientific News, 195, 7–18.

Sharma, G., & Sharma, A. (2025). Computational model on viral load dynamics in response to COVID-19 infection in a cell. The European Physical Journal Plus, 140(11), 1–15.

Sharma, G., Sharma, A., & Parmar, N. (2025). Mathematical model on COVID-19 transmission with absence and presence of second dose of vaccination in Turkey. TWMS Journal of Applied and Engineering Mathematics.

Salahuddin | Mathematics | Best Academic Researcher Award

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Assoc. Prof. Dr. Salahuddin | Mathematics | Best Academic Researcher Award

Amet University | India

Dr. Salahuddin is an accomplished academic and researcher currently serving as an Associate Professor in the Department of Mathematics at AMET University, Chennai. He holds a Ph.D. in Mathematics and an M.Tech in Computer Sciences, with a distinguished academic and research career spanning over two decades. His extensive experience includes 21 years of teaching, research, and administrative leadership, having served as Head of the Department of Mathematics and Applied Sciences at PDM University, Haryana. With 204 research papers published in reputed journals, 4 books, and 6 book chapters to his credit, Dr. Salahuddin has made significant contributions to areas such as Special Functions, Statistical Analysis, Bio-Statistics, Computer Graphics, and Fuzzy Logic. He has guided Ph.D. and postgraduate students, developed M.Sc. Mathematics curricula, and is proficient in various statistical and mathematical software tools. His work has been recognized through numerous national research and excellence awards. According to Google Scholar, Dr. Salahuddin has received 125 citations, with an h-index of 6 and an i10-index of 3, reflecting his impactful scholarly contributions. His ongoing research continues to integrate mathematical theory with computational applications, promoting innovation and excellence in mathematical sciences.

Profile: Google Scholar

Featured Publication

Arora, A., Singh, R., & Salahuddin. (2008). Development of a summation formulae of half argument using Gauss and Bailey Theorems. Journal of Rajasthan Academy of Physical Sciences, 7(3), 335–342.

Srivastava, H. M., Srivastava, R., Chaudhary, M. P., & Salahuddin. (2020). A family of theta-function identities based upon combinatorial partition identities related to Jacobi’s triple-product identity. Mathematics, 8, 1–14.

Salahuddin, & Khola, R. K. (2014). New hypergeometric summation formulae arising from the summation formulae of Prudnikov. South Asian Journal of Mathematics, 4(4), 192–196.

Salahuddin. (2011). A new summation formula allied with hypergeometric function. Global Journal of Science Frontier Research, 11(6), 21–37.

Salahuddin, & Chaudhary, M. P. (2010). Development of some summation formulae using hypergeometric function. Global Journal of Science Frontier Research, 10(1), 36–48.

Dilbag Singh | Mathematics | Best Researcher Award

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Assist. Prof. Dr. Dilbag Singh | Mathematics | Best Researcher Award

Panjab University | India

Dr. Dilbag Singh Kahlon is an accomplished academic and researcher in the field of mathematics, currently serving as an Assistant Professor at Panjab University, Chandigarh. With a strong foundation in applied mathematics, his work primarily focuses on wave propagation, elasticity, and ultrasonic methods for structural health monitoring. He has been actively involved in international research collaborations and has contributed extensively to scholarly literature. His academic journey and global research exposure have positioned him as a recognized expert in mathematical modeling related to nondestructive evaluation, earning respect in both academic and research communities.

Professional Profile

Google Scholar

Education

Dr. Kahlon pursued his education in mathematics from Panjab University, where he completed his undergraduate and postgraduate studies with honors. He later earned his doctorate in mathematics, focusing on dynamical problems in micropolar elasticity. His academic training has been deeply rooted in mathematical theories and their applications, particularly in wave mechanics. Throughout his educational journey, he was supported by prestigious national fellowships and maintained a consistent academic record. His academic background laid a strong foundation for his later research in applied mathematics, particularly in elasticity, wave propagation, and computational methods.

Professional Experience

Dr. Kahlon has held teaching and research positions in both India and Europe. He is presently a faculty member in the Department of Mathematics at Panjab University. Prior to this, he was engaged in postdoctoral research in France at prestigious institutions, where he developed mathematical models using ultrasonic guided waves. His research also involved solving inverse problems in defect sizing of composite materials. These professional experiences have equipped him with practical skills in finite element modeling and a deep understanding of mathematical applications in physical systems, which he integrates into both teaching and research.

Awards and Recognition

Dr. Kahlon has received numerous fellowships and recognitions throughout his academic and research career. He was awarded postdoctoral fellowships by premier French institutions and received national research fellowships during his doctoral studies. Additionally, he was granted a startup research fund and participated in an international research grant, contributing as a co-investigator. He has also earned academic distinctions during his undergraduate studies and secured travel grants to present his work at international conferences. His achievements reflect his dedication to scientific excellence and his growing influence in applied mathematics and engineering research.

Research Skills

Dr. Kahlon’s research skills span a wide range of mathematical and computational techniques. He is an expert in finite element modeling and has applied these methods extensively to study wave propagation in elastic and microstructured media. His work includes the use of guided waves for detecting structural defects, modeling wave interactions in complex materials, and solving inverse problems. He is proficient in scientific computing using tools such as MATLAB, FORTRAN, Mathematica, and COMSOL. His multidisciplinary research is supported by strong collaborations with international institutions, enhancing the practical impact of his theoretical contributions.

Notable Publications

Waves in Nonlocal Elastic Solid with Voids
Author: D Singh, G Kaur, SK Tomar
Journal: Journal of Elasticity, 1-30
Year: 2017
Citations: 132

Sizing of Impact Damages in Composite Materials Using Ultrasonic Guided Waves
Author: M Castaings, D Singh, P Viot
Journal: NDT & E International 46, 22-31
Year: 2012
Citations: 95

Rayleigh-Type Wave in a Nonlocal Elastic Solid with Voids
Author: G Kaur, D Singh, SK Tomar
Journal: European Journal of Mechanics – A/Solids 71, 134-150
Year: 2018
Citations: 59

Love Waves in a Nonlocal Elastic Media with Voids
Author: G Kaur, D Singh, SK Tomar
Journal: Journal of Vibration and Control, 1-14
Year: 2019
Citations: 41

Sizing Strip-Like Defects in Plates Using Guided Waves
Author: D Singh, M Castaings, C Bacon
Journal: NDT & E International 44 (5), 394-404
Year: 2011
Citations: 32

Conclusion

Dr. Kahlon’s academic and research journey reflects a deep commitment to advancing mathematical science and its practical applications. Through teaching, mentoring, and collaborative research, he continues to contribute to the field of applied mathematics with a special focus on elasticity and wave mechanics. His international exposure and interdisciplinary collaborations have enriched his perspective and broadened the scope of his work. As a dedicated educator and researcher, he remains actively engaged in both academic and scientific communities, striving to develop innovative solutions in mathematical modeling and structural health monitoring.

DEEPAK KUMAR SINGH | Mathematics | Best Researcher Award

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Dr. DEEPAK KUMAR SINGH | Mathematics | Best Researcher Award

Banaras Hindu University- India

Author Profile

Early Academic Pursuits

CURRICULUM VITAE: Dr. Deepak Kumar Singh’s academic journey began with a solid foundation in the sciences. Born on March 24, 1997, Dr. Singh completed his early education in the Uttar Pradesh (U.P.) Board, Allahabad. He excelled in both high school and intermediate exams, scoring 75.16% and 78.20% respectively, with a focus on science subjects. This strong academic background laid the groundwork for his future pursuits in mathematics.After high school, Dr. Singh enrolled at the University of Allahabad, where he earned his Bachelor of Science (B.Sc.) in Mathematics in 2015, graduating with a commendable 73.11%. His passion for mathematics drove him to further his studies, and he subsequently completed his Master of Science (M.Sc.) in Mathematics at the same university in 2017, achieving an impressive 81.4%.

Professional Endeavors

Dr. Deepak Kumar Singh is currently a Research Scholar in the Department of Mathematics at the Institute of Science, Banaras Hindu University (BHU), Varanasi, India. His academic journey at BHU culminated in the submission of his Ph.D. thesis in 2024, marking a significant milestone in his professional career. Throughout his doctoral studies, Dr. Singh’s research was supervised by esteemed faculty members, ensuring a rigorous and comprehensive exploration of his chosen field.

Contributions and Research Focus

Dr. Singh’s research interests are diverse and impactful, encompassing wavelet analysis, approximation theory, differential and integral equations, and numerical analysis. These areas are critical in advancing both theoretical and applied mathematics. His work in wavelet analysis, for instance, contributes to signal processing and data compression, while his studies in approximation theory provide insights into numerical methods for solving complex mathematical problems.Dr. Singh’s expertise in differential and integral equations is particularly noteworthy, as these equations are fundamental to many scientific and engineering applications. His contributions to numerical analysis, meanwhile, involve developing and refining algorithms to solve mathematical problems efficiently and accurately.

Accolades and Recognition

Dr. Deepak Kumar Singh’s academic excellence has been recognized through several prestigious achievements. He qualified for the CSIR NET in Mathematical Science in December 2019, demonstrating his proficiency and deep understanding of the subject. Additionally, in 2023, he was selected as a Government Lecturer in Mathematics through the Bihar Public Service Commission (BPSC), highlighting his capability to contribute to education and mentor the next generation of mathematicians.

Impact and Influence

Dr. Singh’s work has a profound impact on the mathematical community and beyond. His research in wavelet analysis and numerical methods is essential for various practical applications, including signal processing, image compression, and solving differential equations in engineering and physical sciences. By developing new algorithms and theoretical frameworks, Dr. Singh has advanced the field of mathematics and provided tools that other researchers and practitioners can utilize.His role as a Government Lecturer in Mathematics also positions him as an influential educator, where he can inspire and guide students towards academic and professional success in mathematics.

Legacy and Future Contributions

Looking forward, Dr. Deepak Kumar Singh’s contributions to mathematics are expected to leave a lasting legacy. His work in wavelet analysis and numerical methods will continue to influence research and practical applications in various fields. As an educator, he will play a pivotal role in shaping the future of mathematics education, fostering a new generation of thinkers and problem-solvers.Dr. Singh’s ongoing research and potential future projects promise to further enrich the field of mathematics. His commitment to advancing mathematical knowledge and his dedication to teaching ensure that his impact will be felt for years to come.

Abhishek Yadav | Mathematics | Best Researcher Award

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Mr. Abhishek Yadav | Mathematics | Best Researcher Award

K K BIRLA BITS Pilani, Goa Campus- India

Author Profile

Early Academic Pursuits

Abhishek Yadav, an Indian national born on September 8, 1992, has demonstrated a profound commitment to the field of mathematics from a young age. His academic journey began at Seth Shiv Lal Public School, Panthroli, where he completed his matriculation with a notable percentage of 74.17% in 2008. He continued his secondary education at Shaheed Colonel J P Janu Govt. Sr. Sec. School, Jhunjhunu, securing a percentage of 70.91% in 2010. Yadav’s dedication to mathematics became more evident as he pursued his Bachelor of Science degree in Science at Shri Radheshyam R. Morarka Govt. College, Jhunjhunu, achieving an impressive 70.95% in 2014. This solid foundation propelled him to further his studies at the prestigious Indian Institute of Technology Delhi (IIT Delhi), where he earned a Master of Science in Mathematics with a CGPA of 6.55 in 2017.

Professional Endeavors

Upon completing his M.Sc., Abhishek Yadav embarked on his Ph.D. journey at BITS Pilani KK Birla Goa Campus under the supervision of Prof. Amit Setia. His research focused on numerical analysis, specifically the “Numerical Method to Solve Singular Integral Equations with Its Application to Crack Problems.” During his Ph.D., Yadav also served as a Teaching Assistant, where he imparted knowledge in courses such as Probability and Statistics, Mathematics I (Calculus), and Mathematics II (Linear Algebra and Complex Analysis) to B.Tech and M.Sc. students. Additionally, he mentored students in the B.Sc. Online Wilp course and evaluated papers in Calculus, Linear Algebra, and Probability & Statistics.

Contributions and Research Focus

Abhishek Yadav’s research interests lie in Singular Integral Equations, Residual-Based Galerkin Scheme, Finite Element Method, and Differential Equations. His contributions to the field are evidenced by his publications in reputable journals. In 2023, he co-authored papers such as “ERROR ANALYSIS OF A RESIDUAL-BASED GALERKIN’S METHOD FOR A SYSTEM OF CAUCHY SINGULAR INTEGRAL EQUATIONS WITH VANISHING ENDPOINT CONDITIONS” and “ERROR ANALYSIS OF CHEBYSHEV POLYNOMIAL-BASED NUMERICAL METHOD FOR SYSTEM OF HYPERSINGULAR INTEGRAL EQUATIONS.” His work continued in 2024 with a significant publication, “A GEGENBAUER POLYNOMIAL-BASED NUMERICAL TECHNIQUE FOR A SINGULAR INTEGRAL EQUATION OF ORDER 4 AND ITS APPLICATION TO A CRACK PROBLEM,” which highlighted innovative numerical techniques and their applications.

Accolades and Recognition

Abhishek Yadav’s academic excellence is reflected in his numerous achievements. He ranked 147th in the CSIR-UGC JRF-June 2018, 600th in GATE 2017, and 203rd in IIT JAM-2014. His proficiency in both applied and pure mathematics is complemented by his skills in teaching, research, and experiments. Yadav is also adept with various technical tools such as LATEX, MS Word, Matlab, C, Mathematica, and Octave.

Impact and Influence

Throughout his academic and professional journey, Abhishek Yadav has participated in several workshops and faculty development programs (FDPs). Notably, he attended the Advanced Training School on Numerical PDEs and Inverse Problems at IIT Tirupati in December 2019 and the FDP on Advances in Non-linear Dynamics: Method and Applications (ANDMA 2024) organized by VIT-AP in June 2024. These experiences have enriched his understanding and expertise, allowing him to make significant contributions to the field of mathematics.

Legacy and Future Contributions

Abhishek Yadav’s legacy in the field of mathematics is marked by his innovative research and dedication to education. His work on numerical algorithms and theoretical ones has provided significant results, enhancing the understanding and application of mathematical concepts. As he continues his research, Yadav aims to explore new frontiers in numerical analysis and differential equations, contributing to the advancement of mathematical knowledge.