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1)  convex cone method
凸锥方法
2)  convex method
凸性方法
1.
By means of the convex method,a discussion about the blow-up of classical solutions and weak solutions of the nonlinear hyperbolic equations with boundary conditions is presented, and the blow-up property of these solutions under certain conditions is obtained, and also the estimation of blow-up time is given.
利用凸性方法讨论了非线性双曲型方程(组)的边值问题古典解及弱解的爆破,得到了这些问题的解在一定条件下的爆破性,并给出了产生爆破所需的条件及爆破时间的估计。
2.
By applying the maximum value theory of parabolic equation and convex method,it is proved that the blow up of solution in a definite time under some assumed conditions.
利用抛物型方程最大值原理和凸性方法证明了该问题的解在有限时间内爆破。
3)  convexification method
凸化方法
4)  letterpress method, relief process
凸印方法
5)  convex cone
凸锥
1.
Convex Cone Structure of Fuzzy Choquet-integrable Functions Spaces;
模糊Choquet-可积函数空间的凸锥结构
2.
This paper introduces the definition of common quadratic Lyapunov functions and proves that the set which consists of all the common quadratic Lyapunov functions is a convex cone.
给出了共同二次Lyapunov函数的定义,并证明了全体共同二次Lyapunov函数所组成的集合是凸锥
3.
Based on theory of convex cones,our extensions of robust linear optimization are done in three directions.
本文基于凸锥理论对鲁棒线性最优化作了若干拓展。
6)  cone convex
锥凸
1.
The problem of the existence of a cone subdifferential for the cone convex set valued maps in the locally convex, linear and topological vector space is discussed.
在局部凸线性拓扑向量空间讨论了一种锥凸集值映射的锥次微分的存在性问题 ,证明了几个锥次微分的存在定理 。
2.
cone continuous cone convex function is discussed.
该文讨论了连续、锥连续锥凸向量函数最小化问题中 Borwein真有效解集的连通
补充资料:凸锥


凸锥
convex cone

  凸锥【阴vex仪扣e;阳叮‘l成.陇叮cl 从一点(凸锥的顶点)出发的射线构成的凸体(con-vex body)V.这个定义把V等同于全空间的情况排除在外.凸锥的概念包括二面角和半空间等概念作为其特殊情况.凸锥有时指的是这个锥体的表面.
  
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