凸函数的应用被引量：1

The Application of Convex Functions

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摘要本文应用凸函数的概念和性质,证明了几个重要常用的不等式。 Several important and Widely used inequalities are proved by the conception and propertyof the convex functions.

作者刘象华

机构地区西南民族院数学系

出处《西南民族大学学报（自然科学版）》 CAS 1991年第4期71-73,84,共4页 Journal of Southwest Minzu University(Natural Science Edition)

关键词凸函数上凸函数下凸函数 convex function upper convex function lower cowex function

同被引文献6

1Glassey R T, Schaeffer J. On symmetric solutions of the relativistic Vlasov- Poisson system [ J ]. Comm Math Phys, 1985,101: 459 - 473.
2Rein G, Rendall A. Compact support of spherically symmetric equilibria in non - relativistic and relativistic galactic dynamics [ J ]. Math Proc Camb Phil Soc ,2000,128:363 - 380.
3Mahir Hadzic. Global existence and nonllnear stability for the relativistic Vlasov -Poisson system in the gravitational case[ J]. Indiana Univ Math J,2007,56:2453 - 2488.
4Glassey R, Pankavich S, Schaeffer J. Decay in time for a one - dimensional two - component plasma [ J 1. Math Meth Appl Sci, 2008,31:2115 - 2132.
5Glassey R, Pankavich S, Schaeffer J. Time Decay for solutions to One - Dimensional Two - Component Plasma Equations [ EB/ OL]. http ://arxiv. org/abs/1111. 5396.
6Zhan M Q. A non - decay resuh for solutions to the linearized relativistic Valsov equations [ J ]. Nonlinear Analysis, 2000, 42 (5) : 751 -757.

西南民族大学学报（自然科学版）

1991年第4期

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