因此，研究倒向随机微分方程具有重要的理论意义和应用价值。
Therefore, the research on backward stochastic differential equation is of considerable theoretical significance and practical value.
实际应用表明，该方法不仅丰富了微分方程反演理论和方法，而且具有生产实用价值。
As indicates by the application, the practice shows the method not only develops the reverse theory and method of differential equations but also has the practical value of application.
本文受此启发，运用风险中性定价原理，利用偏微分方程的方法，求出了四类汇率联动期权的定价公式，为实践者提供了理论上的参考价值。
In this paper, according to the risk neutral pricing theory, the reciprocal stochastic differential equations and the general pricing formulas of the four types of cross-cur.
在给定的插棒顺序下，用硼补偿法作了微分和积分价值刻度。
The differential and integral worths were calibrated by boron compensation method in given insertion sequence.
该研究将相应常微分方程模型的研究结果推广到了偏微分方程D-SIS模型，对疾病的预防与控制具有实用参考价值。
The concluded results of the corresponding ordinary differential equations model are expanded to the present D-SIS model, it is of benefit to disease control.
因此对泛函微分方程的研究，不但有重要的理论价值，而且有实用价值。
Therefore, it is of great theoretical and practical value to research functional differential equations.
目的：本项研究的目的是探讨脑导纳微分环快流入相和慢流入相面积和对血管弹性判定的诊断价值。
Purpose The aim of this study is to value the quick-slow inflow quadrant area IQAof ADL on the patients with hyper- tension and compared with the normal group.
轻核反应次级粒子的能量角度双微分谱同反应机制是密切相关的，而且对核工程技术很有应用价值。
The energy-angular double-differential spectrum of secondary particle in light nuclear reactions is closely connected with reaction mechanisms, and is quite useful to nuclear technology applications.
得到了一些有实用价值的结论，为进一步实现微分干涉相衬显微技术对生物细胞的定量测量奠定了基础。
Above this working, some valuable result is got and this will be useful in promoting the technique in biological cell's quantitative measurement.
分别建立了空腹夹层板基于两种模型的基本微分方程，并推导出矩形平面、周边简支条件下的级数解，得到一些有价值的结论。
The differential equations about the two models are educed, the solution of series at the simply supported boundary is presented, and some valuable conclusions are reached.
本文构造了广义线性互补问题的一个光滑价值函数，该函数具有良好的微分性质。
In this paper, a smooth merit function is constructed for general linear complementarity problem (GLCP), which possesses fine coercive property.
本文构造了广义线性互补问题的一个光滑价值函数，该函数具有良好的微分性质。
In this paper, a smooth merit function is constructed for general linear complementarity problem (GLCP), which possesses fine coercive property.
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