Narmada Behera
Assistant Professor
Dr. Narmada Behera is currently working as an Asst. Prof. in the Department of Mathematics, School of Applied Sciences in KIIT Deemed to be University, Bhubaneswar since July' 2013. She has 11 years teaching experience in differeent Organisations and 4 years research experience. She did Ph.D from IIT Kharagpur. She obtained her M.SC and M. Phil from Sambalpur University. She has been taught Linear Algebra, Ordinary Differential Equations, Partial Differential Equations, Complex Analysis, Laplace Transformations, Fourier Transformations and Fourier Inegrals, Vector Differential and Vector Inegral Calculus, Probabilty and Statistics, Numerical Methods in undergraduate level and Graph Theory, Advanced Numerical Methods, Topolgy in post graduate level. Apart from this she is actively involved with her research work. She has published papers in reputed International and National Journals.
Applied Functional Analysis and Optimization
1. N. Behera, C. Nahak and S. Nanda, "Generalized (rho, theta)- eta-B-Vexity and Generalized ( rho, theta )- eta -B-Preinvexity", Mathematical Inequalities and Applications, 10(2), (2007), 437-446.
(2) N. Behera, C. Nahak and S. Nanda, "Generalized ( rho, theta )-eta -Invexity and Generalized ( rho, theta )-eta - Invariant-Monotonocity", J. Nonlinear Analysis Series A: Theory, Methods & Applications, 68 (2008), 2495-2506.
(3) C. Nahak, N. Behera, S. Nanda, "Application of Continuous-time Programming Problems to a Class of Variational-Type Inequalities with -Invexity", J. Mathematical and Computer Modeling, 47 (2008), 1332-1338
(4) C. Nahak, N. Behera, "Optimality Conditions and Duality for Multiobjective Variational Problems with Generalized rho- (eta ,theta )-B-Type-I Functions", J. Control Science and Engineering, 2011(2011), Article ID 497376, 11 pages, doi:10.1155/2011/497376.
(5) N. Behera, C. Nahak and S. Nanda, "Generalized ( rho, theta )-eta-invexity and KKT Conditions for Optimality", J. Nonlinear Funct. Anal. Appl., 21(2), (2016), 225-233.
(6) N. Behera, C. Nahak and S. Nanda, "Generalized ( rho, theta)- eta-Invexity and Generalized ( rho, theta)-eta -Monotonocity", Indian Journal of Industrial and Applied Mathematics, 3(1), 2012, 74-86.
(7) C. Nahak, N. Behera, S. Nanda, "Optimality Conditions and Duality Results in Banach Space under rho- (eta , theta)-B-Invexity", OPSEARCH, 54: 2017, 107-121, doi:10.1007/s12597-016-0269-2., ISSN: 0030-3887