Faculty Details

Dr. Feeroz Babu holds a doctoral and master\'s degrees from Aligarh Muslim University, Aligarh India, in mathematics, and he did his bachelor\'s degree in mathematics from M. M.J.P.R.U. Bareilly India. During his Ph.D., as a visiting fellow, Dr. Babu undertook three internships between 2017 and 2019. He spent over three months each year at National Sun Yat-Sen University and Kaohsiung Medical University in Taiwan, where he received fellowships and engaged in intensive research activities. He further pursued his Postdoctoral research at the China Medical University in Taichung, Taiwan. Dr. Babu\'s impressive academic experience spanning three years includes holding positions as an Assistant Professor in various universities and institutes, where he successfully combined his teaching responsibilities with his research expertise. Notably, he served as a faculty member at I. K. Gujral Technical University in Punjab for five months before joining the Department of Applied Mathematics at Aligarh Muslim University in Aligarh, India, where he taught for two years. Furthermore, Dr. Babu contributed his teaching skills to Chandigarh University in Mohali for five months. Dr. Babu\'s scholarly contributions are reflected in his extensive publication record, comprising 23 papers in highly regarded International/National SCI journals with significant impact factors and more than 200 citations. As an accomplished academic, he has presented nine papers at numerous International Conferences in India and abroad. Dr. Babu has attended five Workshops and three Faculty Development Programmes. In recognition of his expertise and contributions to academia, Dr. Babu was selected as an invited speaker, one of the few faculty members from India to be invited by the Research Center for Nonlinear Analysis and Optimization, Kaohsiung Medical University, Kaohsiung, Taiwan in the International Workshop on Nonlinear and Variational Analysis, held on August 17-19, 2018. His research field is related to functional analysis, optimization, and iterative methods in differential Manifolds.