Some Topics In Generalized Convexity

Generalized convexity is of great importance in the area of optimization, management sciences, economics and operations research. Generalized convexity is now considered as independent branch of mathematics with wide range of applications. 'Some Topics in Generalized Convexity' introduces some recent developments in the area of generalized convexity. It begins with a review of convex analysis, providing readers with more concrete foundation for comprehending the complex field of generalized convexity and variational inequalites. This is an important resource for students and researchers. It can lead to more sophisticated and interesting generalizations of convexity. This text is written under the able supervision of Prof. Dr. Muhammad Aslam Noor, who is the leading expert in this field.

Autorentext

Waqquas Ahmed Bukhsh is working as research fellow at Royal Institute of Technology, Sweden. He is PhD Mathematics candidate at Lahore University of Management Sciences, Pakistan and also member of Working Group on Generalized Convexity. His research interests include generalized convexity, non convex optimization and evolutionary algorithms.