Dr Prashanta Majee
Assistant Professor (Grade-II)
| Department of Mathematics
Motilal Nehru National Institute of Technology, Allahabad
Uttar Pradesh
Expertise:
Mathematics
20
Publications
0
Projects
89
Scopus Citations
65
CrossRef
7 Years 11 Months Total Experience
Scopus
89
Citations
5
h-index
CrossRef
65
Citations
5
h-index
Google Scholar
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Professional Recognition
Qualified National Eligibility Test (NET, June 2013) with UGC research fellowship
2013
CSIR
QUALIFIED NATIONAL ELIGIBILITY TEST (NET, Dec 2013) WITH Lecturership
2013
CSIR
Qualified gate Exam in Mathematics
2014
GATE
Best Paper Presentation Award
2017
44 th Annual Conference of the Odisha Mathematical Society held at Ravenshaw University, Cuttack
Community & Membership
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Indian Mathematical Soceity
Life Member (L/2022/122)Personal Details
Doctor of Philosophy
2018
Indian Institute of Technology, Ropar
Master of Science
2013
Indian Institute of Technology, Ropar
Assistant Professor (Grade-II)
Jun 2019 – Present
Motilal Nehru National Institute of Technology, Allahabad
| Department of Mathematics
Assistant Professor
Oct 2018 – Jun 2019
Birla Institute of Technology, Ranchi
Physical Sciences
Scholarly Work
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Iterative Approaches for Variational Inclusion, Equilibrium Problem and Related Nonlinear Problems
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Scholarly Publications
On dual inertial methods for the split feasibility problem and split fixed point problem with multiple output sets with application in signal processing
On some refined results for the generalized Fermat-Torricelli problem and the variational inequality problem
Inertial algorithms for a system of equilibrium problems and fixed point problems
Extended new generalized mixed vector variational-like inequalities in reflexive Banach spaces
A hybrid viscosity iterative method with averaged mappings for split equilibrium problems and fixed point problems
On inertial proximal algorithm for split variational inclusion problems
New generalised mixed vector variational-like inequalities with semi-η-pseudomonotonicity
10.1504/IJMOR.2018.092963
Scopus: 1
A modified iterative method for split problem of variational inclusions and fixed point problems
Showing 1 to 8 of 20 publications