COMPUTATIONAL COMPLEXITY OF INTEGRATION AND DIFFERENTIATION OF CONVEX FUNCTIONS

COMPUTATIONAL COMPLEXITY OF INTEGRATION AND DIFFERENTIATION OF CONVEX FUNCTIONS

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摘要 In this paper,we study the computational complexity of the integrals and the derivatives ofconvex functions defined on the interval [0,1]. In this paper,we study the computational complexity of the integrals and the derivatives ofconvex functions defined on the interval [0,1].

作者堵丁柱 Ker-I Ko

机构地区 Institute of Applied Mathematics Department of Computer Science SUNY at Stony Brood

出处《Systems Science and Mathematical Sciences》 SCIE EI CSCD 1989年第1期70-79,共10页

基金 This work was supported in part by the NSF grants DCR-8501226 and DCR-8696135 of U.S.A. the NSF grants of China

关键词 COMPUTATIONAL COMPLEXITY CONVEX function MAXIMAL VALUE POLYNOMIAL time Computational complexity convex function maximal value polynomial time

分类号 N94 [自然科学总论—系统科学]

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Systems Science and Mathematical Sciences

1989年第1期

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COMPUTATIONAL COMPLEXITY OF INTEGRATION AND DIFFERENTIATION OF CONVEX FUNCTIONS

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