AbstractIn this paper a new class of functions, called η-convex, η-quasiconvex and η-pseudoconvex, are defined and a number of sufficient optimality criteria are obtained for nonlinear programming problems involving these functions
AbstractFor a nonlinear programming problem, under differentiability assumptions, Fritz John suffcie...
AbstractIn this paper we have obtained Fritz-John type necessary optimality criteria for non-linear ...
We establish new necessary and sufficient optimality conditions for global optimization problems. In...
AbstractIn this paper a new class of functions, called η-convex, η-quasiconvex and η-pseudoconvex, a...
AbstractIn a recent work, cited in the Introduction, a concept of generalized pseudoconvexity was us...
AbstractWe establish necessary and sufficient optimality conditions for quasi-convex programming. Fi...
We establish a sufficient condition for the existence of minimizers of real-valued convex functions on...
We establish a sufficient condition for the existence of minimizers of real-valued convex functions on...
[[abstract]]Our main contribution is the extension of the concepts of quasiconvexity and pseudoconve...
AbstractOur main contribution is the extension of the concepts of quasiconvexity and pseudoconvexity...
AbstractIn the paper, we introduce and characterize a new class of nonconvex functions in mathematic...
Convex optimization can provide both global as well as local solution; in the case of non convex opt...
AbstractFor a nonlinear programming problem, under differentiability assumptions, Fritz John suffcie...
In convex optimization we can get both global and local solutions to different classes of problems. ...
In this paper sufficient optimality condition are established for a nonlinear programming problem wi...
AbstractFor a nonlinear programming problem, under differentiability assumptions, Fritz John suffcie...
AbstractIn this paper we have obtained Fritz-John type necessary optimality criteria for non-linear ...
We establish new necessary and sufficient optimality conditions for global optimization problems. In...
AbstractIn this paper a new class of functions, called η-convex, η-quasiconvex and η-pseudoconvex, a...
AbstractIn a recent work, cited in the Introduction, a concept of generalized pseudoconvexity was us...
AbstractWe establish necessary and sufficient optimality conditions for quasi-convex programming. Fi...
We establish a sufficient condition for the existence of minimizers of real-valued convex functions on...
We establish a sufficient condition for the existence of minimizers of real-valued convex functions on...
[[abstract]]Our main contribution is the extension of the concepts of quasiconvexity and pseudoconve...
AbstractOur main contribution is the extension of the concepts of quasiconvexity and pseudoconvexity...
AbstractIn the paper, we introduce and characterize a new class of nonconvex functions in mathematic...
Convex optimization can provide both global as well as local solution; in the case of non convex opt...
AbstractFor a nonlinear programming problem, under differentiability assumptions, Fritz John suffcie...
In convex optimization we can get both global and local solutions to different classes of problems. ...
In this paper sufficient optimality condition are established for a nonlinear programming problem wi...
AbstractFor a nonlinear programming problem, under differentiability assumptions, Fritz John suffcie...
AbstractIn this paper we have obtained Fritz-John type necessary optimality criteria for non-linear ...
We establish new necessary and sufficient optimality conditions for global optimization problems. In...
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