• Functional programming also stretchs the brain, as it makes you think of solving problems by chaining solutions together.

    函数式编程还很伤脑筋,因为它让您通过将解决方案链接在一起来考虑解决问题。

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  • Both of these solutions provide different levels of services and are appropriate for differing functional requirements.

    这两个解决方案为服务都提供了不同层面的支持,并且适合不同的功能需求。

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  • An organization is evaluated based on the business domain or functional area on which it is providing solutions.

    可以根据组织提供解决方案的业务领域和功能区域评估该组织。

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  • Functional programming tries to present problems differently because you have different building blocks that foster solutions.

    函数式编程尝试以不同的方式来呈现问题,因为有不同的构建模块来支持该解决方案。

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  • Once new ideas are identified, engage a cross- functional team to develop solutions.

    一旦有新的想法,可以组建一个跨部门的小组来制定解决方案。

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  • Non-Functional Requirements patterns focus on the specific design process considerations for high availability and high-performance solutions.

    Non - FunctionalRequirements模式关注高可用性和高性能解决方案的特定设计过程考虑因素。

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  • There are different ways of thinking about problems that can lend themselves well to different solutions (I’ve recently learned a lot from diving into functional programming).

    思考问题时有不同的思路,并且它们能够很好地应用于不同的解决方案(通 过钻研函数式编程我最近学了不少)。

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  • In each case, somebody discussed some aspects of a set of technologies, solutions, and options, but then ignored a crucial issue: non-functional requirements.

    在每种情况下,人们只讨论一些技术、解决方案和选项的某些方面,而忽视了一个至关重要的问题:非功能性需求。

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  • Teams that use functional specifications have better designed products, because they had the opportunity to explore more possible solutions quickly.

    团队使用功能设计规格会有更好的产品设计,因为他们有机会去快速地开发更多的解决办法。

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  • When you code in a functional language, you think about solutions to problems differently.

    当使用函数式语言编写代码时,您会以不同的方式思考问题的解决方案。

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  • Due to interior functional requirements, we propose specific solutions that raise contrasted relations with the original facade.

    由于内部功能需求,我们提出了具体的解决方案,提高与原来的外观的对比关系。

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  • According to the applied requirements and features of different lines, the paper puts forward some solutions to monitoring system, including requirement analysis and functional achievement.

    文章根据不同行业的应用需求及特点,提出监控系统整体解决方法,包括对需求的分析、功能实现的方法等。

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  • The entire work has developed pursuing a dual purpose, first identifying solutions to the problems of degradation, second offering an architectonic and functional reinterpretation of the building.

    整个工程有两个目标:第一是要找出解决风化问题的方法;第二是赋予这个建筑一个建筑艺术和功能上的重新诠释。

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  • In view of the current problems, the paper will discuss the measures from the solutions to the actual deployment, the functional divisions, and the specific approaches.

    针对存在的问题,论文从解决思路到实际产业部署、功能区划以及具体措施等方面展开分析。

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  • As applications, the existence of common solutions for a class of system of functional equations arising in dynamic programming are discussed.

    作为应用,研究了一类起源于动态规划的泛函方程组公共解的存在性问题。

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  • Later, this dissertation gave a brief introduction to debug processes of some important functional units, analyzed the problems encountered in the process and put forward the solutions.

    之后,本文就系统主要功能模块的调试流程作了简要介绍,分析了调试过程中存在的问题,提出了解决的方法。

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  • Secondly, base on the functional structure, and the analysis of systems of different technical solutions, the paper describes the overall system architecture.

    其次,在系统功能结构的基础上,对系统实现的不同技术方案进行比较分析,并对系统实现的总体架构进行说明。

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  • In this paper, the existences of almost periodic solutions and pseudo almost periodic solutions for several classes of functional differential equations are investigated.

    本文研究了两类具体含逐段常变量微分方程的伪概周期解的存在性问题和一类一阶微分方程组的数值解。

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  • Some existence theorems of common and coincidence solutions for a class of more general systems of functional equations arising in dynamic programming are shown.

    本文讨论了动态规划中提出的一类更一般的泛函方程组公共解和重合解的存在性问题。

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  • In this paper, oscillation criteria of solutions for a certain partial functional differential equations are obtained.

    本文给出一类双曲偏泛函微分方程解的振动准则。

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  • We investigate the existence of almost periodic solutions of functional differential equations of neutral type by Liapunov functional which is not positive definite.

    利用李雅普·诺夫泛函研究中立型泛函微分方程的概周期解的存在性,其中李雅普·诺夫泛函不是正定的。

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  • These data challenge the view that telomeres require ssDNA protrusions for forming a functional capping structure and demonstrate flexibility in solutions to the chromosome end protection problem.

    这些数据质疑这样的观点,即认为端粒需要单链DNA突起形成一个功能性的封盖结构,并证明在染色体末端的保护问题上,大自然有着灵活的解决方案。

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  • By establishing a functional differential inequality, some sufficient conditions are obtained for the oscillation of solutions of certain partial functional differential equations.

    通过建立泛函微分不等式,研究了一类高阶中立型偏泛函微分方程解的振动性。

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  • Som criteria on the asymptotic behavior (such as boundness, tending to zero) of solutions for a kind of third order delay functional differential equation are established.

    本文讨论一类三阶时滞泛函微分方程解的渐近性质,给出了若干解的有界性及解趋于零的判定准则。

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  • We study the oscillation of solutions for a class of even order nonlinear neutral functional differential equations with continuous distributed delay.

    研究一类具有连续分布滞量的偶数阶非线性中立型泛函微分方程解的振动性,得到了该类方程的若干新的振动准则。

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  • The stability of periodic solutions of a kind of nonlinear integral-differential equations with continuous delay is discussed in this paper mainly by the method of functional analysis.

    利用泛函分析的技巧讨论了一类对具有连续时滞非线性积分微分方程周期解的稳定性。

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  • Some sufficient conditions for the existence of periodic solutions of the equation are obtained by using the theory of critical point in functional.

    再利用泛函的临界点理论,得到了方程具有周期解的充分条件。

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  • The detailed forms of the functional equations and the final governing equations for solutions are given for the cases of plane strain and plane stress.

    对于平面应变及平面应力的情况分别给出函数方程与定解方程的具体公式。

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  • It is necessary for us to study the existence and controllability of the solution of stochastic differential inclusions and the existence of periodic solutions for functional differential equations.

    因此,非常有必要对随机泛函微分包含解的存在性,可控性和泛函微分方程周期解的存在性问题进行研究。

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  • And the exact analytical solutions are derived for nonhomogeneous isotropic functional graded material plate under two loading conditions.

    推导了两种受力情况下各相同性功能梯度材料薄板的应力解析解。

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