The IRMA Community
Newsletters
Research IRM
Click a keyword to search titles using our InfoSci-OnDemand powered search:
|
Semi-E-Preinvex Functions
Abstract
A class of functions called semi-E-preinvex functions is defined as a generalization of semi-E-convex functions. Similarly, the concept of semi-E-quasiconvex functions is also generalized to semi-E-prequasiinvex functions. Properties of these proposed classes are studied, and sufficient conditions for a nonempty subset of the n-dimensional Euclidean space to be an E-convex or E-invex set are given. The relationship between semi-E-preinvex and E-preinvex functions are discussed along with results for the corresponding nonlinear programming problems.
Related Content
|
G. Sowmya, R. Sridevi, K. S. Sadasiva Rao, Sri Ganesh Shiramshetty.
© 2025.
36 pages.
|
|
Srinidhi Vasan.
© 2025.
20 pages.
|
|
Arul Kumar Natarajan, Yash Desai, Pravin R. Kshirsagar, Kamal Upreti, Tan Kuan Tak.
© 2025.
26 pages.
|
|
R. Leisha, Katelyn Jade Medows, Michael Moses Thiruthuvanathan, S. Ravindra Babu, Prakash Divakaran, Vandana Mishra Chaturvedi.
© 2025.
40 pages.
|
|
Rituraj Jain, Kumar J. Parmar, Kushal Gaddamwar, Damodharan Palaniappan, T. Premavathi, Yatharth Srivastava.
© 2025.
32 pages.
|
|
Anya Behera, A. Vedashree, M. Rupesh Kumar, Kamal Upreti.
© 2025.
30 pages.
|
|
Neha Bagga, Sheetal Kalra, Parminder Kaur.
© 2025.
30 pages.
|
|
|