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applied mathematics相关的网络例句

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与 applied mathematics 相关的网络例句 [注:此内容来源于网络,仅供参考]

Mathematical programming covers many important areas in Operational Research and Modern Applied Mathematics, with wide applications in practice.

数学规划是运筹学的一个主要组成部分,是现代应用数学的一门重要学科,有着鲜明的实际应用背景。

Including computer science and engineering, signal processing, physics, applied mathematics and statistics, neurophysiology and cognitive science.

详细说明:包括计算机科学和工程、信号处理、物理学、应用数学和统计学,神经生理学和认知科学等。

Numerical Calculation of Applied Mathematics important branch of linear equations numerical calculation is an important part.

数值计算是应用数学的重要分支,线性方程组求解是数值计算中的一个重要部分。

It has been developed to be a cross-subject of numerical and applied mathematics and system science.

声波散射反问题是一类典型的数学物理反问题,在无损检测、医学成像、遥感、雷达、声呐、石油、地矿和海洋探测等领域都有着广泛而重要的应用空间,迄今已发展成为融合计算数学、应用数学和系统科学的具有交叉性的热门学科方向,对其计算方法的研究正吸引着国内外众多学者的浓厚兴趣。

Plasticity : Mathematical Theory and Numerical Analysis Interdisciplinary Applied Mathematics, Vol.

中文参考译名:可塑性:数学理论和数值分析(跨学科应用数学卷。9。

The research of these subjects has related to pure and applied mathematics such as algebra, geometry, operator perturbation theory, matrix anal-ysis, approximation theory, multivariate linear modeling, optimality principle and quantum physics etc.

对它们的研究涉及到基础数学与应用数学的许多分支,诸如代数学、几何理论、算子扰动理论、矩阵理论、逼近论、优化理论与量子物理等。

Business Analytics is a branch of applied mathematics that uses quantitative techniques to optimise decision-making in business.

业务分析是应用数学的一个分支,采用定量技术以优化决策中的商业决策。

The applied mathematics in cryptography is mainly consisting of the study of prime factorization,Finite Field,Elliptic Curve and so on.

关于暗号理论中的应用数学主要是素因子的分解,hashu关数,有限体,群论,数论和代数学等等。

Plant growth simulation model provides a quantitative approach to plant growth study, which involves multidisciplinary expertise: botany, agronomy, silvics, applied mathematics, physics, computer science and so on.

植物生长模拟模型是定量化研究植物的生长规律的重要手段,涉及到植物学、农学、林学、应用数学、物理学和计算机信息科学等多学科领域。

The nonlinear singular boundary value problems with one-dimensional p-laplacian comes from applied mathematics and physics and is now one of the most active research field in modern analysis.

利用变分方法、锥理论和Leggett-Williams定理,我们在本文中研究了一维奇异p-Laplacian非线性边值问题正解的存在性问题,得到了一些新成果。

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