Titlebook: Generalized Convexity and Fractional Programming with Economic Applications; Proceedings of the I Alberto Cambini,Erio Castagnoli,Siegfried

山羊

Richard F. Dame,Eric Koepfler,Leah Gregoryed conjugations for strongly convex functions and paraconvex functions are established and a condition ensuring the paraconvexity of the value function of a perturbed constrained minimization problem is given. Furthermore a dual problem with respect to generalized conjugation is introduced and a con

keloid

施加

978-3-540-52673-5Springer-Verlag Berlin Heidelberg 1990

北京人起源

贊美者

暴露他抗議

Projectively-Convex Models in Economicseralization od convexity called Projective-convexity (or P-convexity). In this paper, we show that P-convexity provides a natural framework for describing a variety of models (e.g., consumer preference, consumer budgeting, resource allocation, multi-output) which do not adhere to the assumption of c

擔心

演繹

Differentiable (α, λ) - Concave Functionsion problems..Two structural properties, monotonicity and concavifiability, are studied; but what is more interesting, once and twice differentiate (α, λ)-concave functions are characterized in order to find a continuous link between concavity and quasiconcavity.

Ondines-curse

On the Bicriteria Maximization Problemll efficient points. In this paper we will introduce a parametric real-valued function which allows us either to derive a parametric representation of E in a general form or to find sequential methods for generating E.

異常

Fractional Programming-Some Recent Resultsocus is placed on mathematical results that lead to or indicate the algorithmic developments of fractional programs containing single or multiple ratios. An attempt is made to identify some research directions that exist in the field.