最大定理」(mini-max theorem)。尔后,他偕同奥地利经济学家Oskar Morgensternnccuir.lib.nccu.edu.tw|基于1 个网页 例句 释义: 全部,最大定理 更多例句筛选 1. Four Typical Proofs of the Mini-Max Theorem 最小最大值定理的几种典型证法 www.ilib.cn您...
A Study on Mini-Max Theorem and Its ApplicationsTo present a survey of existing mini max theorems, To give applications to elliptic differential equations in bounded domains, To consider the dual variational method for problems with continuous and discontinuous nonlinearities, To present some elements ...
On a mini-max theorem 来自 ResearchGate 喜欢 0 阅读量: 31 作者: S.A. Tersian 摘要: Several schemes for correcting temperature and velocity measurements from moored current meters are tested on two moorings, one of which experienced large vertical excursions as the Gulf Stream meandered over it...
(4)Nyquist sampling theorem states that if the highest-frequency component of a CT signal x(t) is fmax, then x(t) can be recovered from its sampled sequence x(nT) if the sampling frequency fs is larger than 2fmax. (5) In fact, if a discrete-time sequence is absolutely summable, ...
该文应用Mini-Max方法和Blow-up分析,证明了当参数在一个取值区间内时,一类Laplace方程在非线性指数增长型Neumann边界条件下解的存在性结论。2) Fast Mini-Norm lgorithm Mini-Norm方法3) Mini Max theorem Mini Max定理 1. A Mini Max theorem and the uniqueness of solution of a class of second order ...
One of the main results of this paper is the following: Theorem. Let X, Y be two topological spaces, with Y connected and admitting a continuous bijection onto [0,1], and let f be a real function defined on X×Y. Assume that, for each λ∈R, x 0 ∈X, y 0 ∈Y, the sets x...
1) Mini Max theorem Mini Max定理 1. A Mini Max theorem and the uniqueness of solution of a class of second order hamilton systems; 一个Mini Max定理和一类二阶Hamilton系统的解的唯一性5 2) Mini-Max method Mini-Max方法 1. Using Mini-Max method and Blow-up analysis,the existence for ...
mini max theoremsemilinear equationsThe author gives a generalization of the minimax theorem of A. C. Lazer, E. M. Landesman and D. R. Meyers [J. Math. Anal. Appl. 52, 594-614 (1975; Zbl 0354.35004)] in which the function is supposed to have a Gteaux derivative instead of being ...
Proof of the optimum running approximation of FIR filter banks without using the mini-max theorem in functional analysisWe show a running approximation of discrete signals {f{nT)} = {f(n/R_0)} {R_0 = a natural number, n = an integer) by a FIR filter bank that minimizes various ...
Addresses the problem for a quartic loss function using linear mini-max estimator. Results from convex analysis; Overview of the minimax theorem for the finite dimensional case; Application of the stochastic differential equation to the infinite dimensional problem.Helmes...