Dr. Ankita Chandola is an accomplished academician and researcher in Mathematics, with a strong academic background and a passion for advancing knowledge in her field. She earned her Ph.D. in Mathematics from Amity University, specializing in Special Functions and Fractional Calculus. Prior to this, she completed her MSc in Mathematics from Miranda House, University of Delhi, and BSc (Hons) in Mathematics from Jesus and Mary College, University of Delhi.
Dr. Chandola has a robust research portfolio, having published 10 research papers in prestigious Scopus and SCI-indexed journals. Her research primarily focuses on Special Functions and Fractional Calculus, reflecting her expertise in these advanced mathematical domains. In addition, she has contributed a book chapter to an Elsevier publication, underscoring her commitment to high-quality academic contributions.
With two years of teaching experience, Dr. Chandola brings a blend of research and pedagogical skills to the classroom. Her teaching approach emphasizes conceptual understanding and practical applications, preparing students for both academic and professional excellence.
Dr. Chandola’s dedication to mathematics and education continues to make a positive impact on both her students and the broader academic community.
Without mathematics, there’s nothing you can do. Everything around you is mathematics. Everything around you is numbers.
Ankita Chandola, Rupakshi Mishra Pandey. “On Some new Inequalities and Fractional Kinetic Equations Associated with Extended Gauss Hypergeometric and Confluent Hypergeometric Function."" International Journal of Mathematics for Industry Volume 15, Pg. 2350009 (12 pages).
Rupakshi Mishra Pandey, Ankita Chandola, Ritu Agarwal. “On Bessel-Maitland Function and m- Parameter Mittag-Leffler Function Associated with Fractional Calculus Operators and its Applications"". Applied Mathematics & Information Sciences An International Journal Vol. 17, No. 1, 79-93 (2023).
nkita Chandola, Rupakshi Mishra Pandey, Kottakaran Sooppy Nisar. “On the new bicomplex generalization of HurwitzLerch zeta function with properties and applications"". De-Gruyter Analysis- Germany (2022), Volume 43, No. 2, Page: 71-88
Ankita Chandola, Rupakshi Mishra Pandey, Ritu Agarwal, Laxmi Rathour and Vishnu Narayan Mishra. “On Some Properties and Applications of the Generalized m-Parameter Mittag-Leffler function"". Advanced Mathematical Models and Applications. Vol.7, No.2; 130-145 (2022).
Ankita Chandola, Ritu Agarwal, Rupakshi Mishra Pandey. “Some new Hermite-Hadamard, Hermite- Hadamard fejer, and weighted Hardy type inequalities involving (k-p) Riemann-Liouville fractional integral operator"". Applied Mathematics & Information Sciences. Vol.16, No.2; 287-297 (2022).
Ankita Chandola, Rupakshi Mishra Pandey, Ritu Agarwal, Ravi P. Agarwal. “Hadamard inequality for (k-r) Riemann-Liouville fractional integral operator via convexity"". Progress in Fractional Differentiation and Applications. Vol.8, No.2; 205-215 (2022).
Ankita Chandola, Rupakshi Mishra Pandey, Ritu Agarwal. “Bessel-Maitland Function of Several Variables and its Properties related to Integral Transforms and Fractional Calculus"". Applications and Applied Mathematics: An International Journal Vol. 16, Issue 1, Article 23 (2021).
Ankita Chandola, Rupakshi Mishra Pandey, Ritu Agarwal. “A Study of Integral Transform of Convolution Type Integrals involving k-hypergeometric function"". Mathematics in Engineering, Science & Aerospace (MESA) Vol. 12, Issue no. 3 (2021).(SCOPUS Indexed, Citescore-1.7, ISSN: 2041-3165 (print) 2041-3173 (online)).
Ritu Agarwal, Ankita Chandola, Rupakshi Mishra Pandey, Kottakaran Sooppy Nisar. “m-parameter MittagLeffler function, its various properties, and relation with fractional calculus operators. Mathematical Methods in the Applied Sciences, 44(7) (2021):53655384.
Ankita Chandola, Rupakshi Mishra Pandey, Ritu Agarwal, S.D. Purohit. “An Extension of Beta function, its Statistical Distribution and Associated Fractional Operator"". Advances in difference equations (Advances in Continuous and Discrete Models) Vol.2020, Issue.1, Article No.684 (2020).
The research area covers diverse topics such as fractional kinetic equations, generalized functions, and inequalities associated with fractional operators, many of which have direct applications in applied sciences and engineering. Her research is recognized internationally, with notable papers published in journals like Advances in Continuous and Discrete Models (CiteScore: 5.8) and Mathematical Methods in the Applied Sciences (CiteScore: 3.9).
Through collaborative efforts, Dr. Chandola has also contributed to extending the properties of special functions and exploring their connections with fractional calculus operators, integral transforms, and statistical distributions. This not only underpins theoretical advancements but also provides tools for solving real-world problems in engineering, physics, and computational sciences.
Dr. Chandola's prolific work reinforces her role as a leading researcher, making substantial strides in mathematical sciences.
