Hemant Kumar Pathak

Hemant Kumar PathakHemant Kumar Pathak has been professor and Head of the School of Studies in Mathematics at the Pt. Ravishankar Shukla University, Raipur, India. He has also been the dean of science, member of standing committee, chairman, UFM Committee, director of he Center for Basic Sciences, and director of the Human Resource Development Centre at the same university. He has previously worked at Kalyan P.G. College, Bhilai Nagar, and the Government Postgraduate College, Dhamtari, India. He has been Vice-Chancellor (President) of Bharti Vishwavidyalaya, Durg. He earned his Ph.D. from Pt. Ravishankar Shukla University, Raipur in 1988.Professor Pathak was awarded the ``Distinguished Service Award 2011" by the Vijnana Parishad of India. He has also been nominated for 3rd Ganita Ratna Award 2023-24. With over 41 years of teaching and research experience, he has published three books, Theory of Functions of Complex Variable (CRC Press, Taylor &Fransis Group), An Introduction to Nonlinear Analysis and Fixed Point Theory (Springer Nature), Complex Analysis and Applications (Springer Nature), and more than 250 research papers in leading international journals of repute on approximation theory, operator theory, integration theory, fixed point theory, number theory, cryptography, summability theory, fuzzy set theory and Banach frames.Professor Pathak currently serve on the editorial boards of American Journal of Computational and Applied Mathematics, Fixed Point Theory and Algorithms for Sciences and Engineering (Springer Nature), and the Journal of Modern Methods in Numerical Mathematics, and as a reviewer for the Mathematical Review of the American Mathematical Society. In addition, he is a life member of the Allahabad Mathematical Society, Bharata Ganita parishad, the Vijana Parishad of India, Calcutta Mathematical Society, and National Academy of Mathematics. Read More Read Less

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Complex Analysis and Applications37 %
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An Introduction to Nonlinear Analysis and Fixed Point Theory22 %
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Functions of a Complex Variable41 %
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Introduction to Complex Analysis3 % NR
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General Topology and Applications12 % NR
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