2011Journal of Zhejiang International Studies UniversityRequires access

Preliminary Research of 〈l,t〉 Geometric Convex Function

Shijie Li

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Abstract

A new type of convex function is defined in a way as 〈l,t〉 geometric convex function,which is a general form of the usual geometric convex function.Moreover,a series of inequalities for this type of geometric convex function are established,which are generalization of famous inequalities of general geometric convex functions.Finally,the application of 〈l,t〉 geometric convex function is expounded.

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A new type of convex function is defined in a way as 〈l,t〉 geometric convex function,which is a general form of the usual geometric convex function.Moreover,a series of inequalities for this type of geometric convex function are established,which are generalization of famous inequalities of general geometric convex functions.Finally,the application of 〈l,t〉 geometric convex function is expounded.

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Available abstract

A new type of convex function is defined in a way as 〈l,t〉 geometric convex function,which is a general form of the usual geometric convex function.Moreover,a series of inequalities for this type of geometric convex function are established,which are generalization of famous inequalities of general geometric convex functions.Finally,the application of 〈l,t〉 geometric convex function is expounded.

Key concepts: Mathematics, Effective domain, Regular polygon, Proper convex function, Convex combination, Convex analysis, Function (biology), Generalization

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