2004Journal of Beijing Union UniversityRequires access

On the Monotonicity of Sequences Generated by Geometric Convex Function

Xiaoming Zhang

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Abstract

By using the inequalities involving the geometric convex function, it constructes some sequences. Their monotonicity is studied using the logarithmic majorization,and thus illustrating property of geometric convex functions more clearly. Finally, some examples of applications are given.

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What this paper is about

By using the inequalities involving the geometric convex function, it constructes some sequences. Their monotonicity is studied using the logarithmic majorization,and thus illustrating property of geometric convex functions more clearly. Finally, some examples of applications are given.

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Available abstract

By using the inequalities involving the geometric convex function, it constructes some sequences. Their monotonicity is studied using the logarithmic majorization,and thus illustrating property of geometric convex functions more clearly. Finally, some examples of applications are given.

Key concepts: Monotonic function, Mathematics, Convex function, Regular polygon, Majorization, Logarithm, Convex analysis, Logarithmically convex function

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