set-valued mapping造句
例句與造句
- Uniform convergence in space of set - valued maps
集值映射空間的一致收斂 - A problem on seeking solution to set - valued mapping equation
一類集合值算子方程的求解問題 - Generalized gradient of set - valued mapping and super - efficient solution
集值映射的廣義梯度與超有效解 - Generalized gradients of set - valued maps and globally proper efficient solutions
集值映射的廣義梯度和全局真有效解 - The topological convergence of the cone weak subdifferential of set - valued mapping sequence
集值映射序列的錐弱次微分的拓樸收斂性 - It's difficult to find set-valued mapping in a sentence. 用set-valued mapping造句挺難的
- The essential components of the set of equilibrium points for set - valued maps and its application
集值映射平衡點(diǎn)集的本質(zhì)連通區(qū)及其應(yīng)用 - The concept of - generalized convex set - valued map is defined in linear topological space
在線性拓?fù)淇臻g中，定義了-廣義錐凸集值映射的概念。 - Upper semi - continuity properties of solutions of cone - upper - semi - continuous optimizations for set - valued maps
錐上半連續(xù)集值優(yōu)化解的上半連續(xù)性 - Connectedness of the solution set of multiobjective optimization with cone quasiconvex set - valued mapping
錐擬凸集值映射多目標(biāo)優(yōu)化的解集的連通性 - Existence of the solutions of the variational inequality problem with a maximal monotone set - valued map on a reflexive banach space
空間中極大單調(diào)集值映射變分不等式的解的存在性 - Connectedness of the super efficient solution set of multiobjective optimization with cone upper semicontinuous cone quasiconvex set - valued mapping
錐撓動意義下弱有效解的上半連續(xù)性 - Connectedness of the super efficient solution sets of multiobjective optimization problems with cone upper wemicontinuous set - valued mapping
錐上半連續(xù)集值映射多目標(biāo)優(yōu)化問題超有效解集的連通性 - Therefore debreu won the nobel economics prize in 1983 , debreu proved the walras compete competition equilibrium exist theorem by fixed - point theorem of set - valued mapping
Debreu也因此于1983年獲得了諾貝爾經(jīng)濟(jì)學(xué)獎， debreu是利用集值分析的方法以集值映射的不動點(diǎn)定理為工具證明walras經(jīng)濟(jì)均衡理論的。 - Chapter 2 established derivatives of a class of set - valued maps and differentials of subdifferential maps of convex functions in the sense of tyurin ( 1965 ) and banks & jacobs ( 1970 ) based on theories of convex pairs space
在第2章中，建立了一類基于凸集對空間的理論在tyurin ( 1965 )和banks & jacobs ( 1970 )意義下集值映射的導(dǎo)數(shù)的計算公式和凸函數(shù)的次微分映射的微分。
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