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  • 玛丽·马塔萨琳教我代数和几何。

    Mary Matassarin taught me algebra and geometry.

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  • 同一层柱加载与卸载的代数和为零。

    The algebra sum of installing and uninstalling in the same layer is zero.

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  • 而电压表的读数则是所有这些源的代数和。

    The meter reading will be the algebraic sum of all these sources.

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  • 他们的数学考试有代数和几何方面的问题。

    Their mathematics test had questions on algebra and geometry.

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  • 你知道我宁肯去看牙医也不愿意学习代数和算术。

    You know I would rather visit the dentist than study algebra and arithmetic!

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  • 计算数学的其他领域包括计算机代数和符号计算。

    Other areas of computational mathematics include computer algebra and symbolic computation.

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  • 老师,用充满感情的谈话代替代数和希腊文来使他欢心。

    The faithless tutor entertained him with sentimental conversations in place of lectures on algebra and Greek.

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  • 文中涉及的主要理论有群论,伽罗华域,模代数和线性代数。

    The main means used in the paper are group theory, Galois field, module algebra and linear algebra.

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  • 第三类广义积分都可以写成第一类与第二类广义积分的代数和。

    The third type im-proper integral can be written as the algebraic sum of the first and second type integrals.

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  • 解析的使用,属于,或可能属于包括代数和积分在内的方法学。

    Using, subjected to, or capable of being subjected to a methodology involving algebra and calculus.

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  • 该文证明了这样抽取的代数特征具有一些重要的代数和几何不变性。

    This paper proved that this algebraic feature has some important properties of algebraic and geometric invariance.

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  • 以代数和几何两个单元为例,阐述了如何在教学过程中实施这种评价。

    The article took two units in the algebra and the geometry as the example to implement how to use this kind of appraisal in teaching process.

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  • 此学位的课程将包括大学代数和微积分,技术写作,仪器校准和实验室技术。

    Coursework for this degree will include college algebra and calculus, technical writing, instrument calibration, and laboratory techniques.

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  • 如果你想成为手工艺人、纫工、型工或制模工,你需要代数和几何,甚至三角。

    If you want to be a draftsman a machinist a molder or a patternmaker you'll need algebra and geometry and even trigonometry.

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  • 学这门课没有特别的先修课程,但会假定你已经熟练掌握线性代数和基本机率。

    No particular prerequisites are needed though a proficiency in linear algebra and basic probability will be assumed.

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  • 另外,他们连结几何学代数和量子理论,讨论迪拉克方程序,波函数和纤维包。

    In addition, they connect geometric algebra and quantum theory, discussing the Dirac equation, wave functions, and fiber bundles.

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  • 引进t _导子的概念,刻划了一般代数和算子代数上的T _导子的特征性质。

    The concept of generalized T_derivation is introduced and the properties of T_derivations on pure algebra and operator algebras are obtained.

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  • 这种方法不同于布尔代数和卡诺图的分析方法,它更有利于实现数字系统的设计自动化。

    This method differs from the methods of Boolean-algebra and Karnaugh-map, and it will be of benefits to the design-automation of digital systems.

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  • 在接下来的一年里我不得不上额外的几门课程,我选择在接下来的暑假修完近世代数和微分方程。

    I had to take a few extra courses during the next year, and I chose reading courses in modern algebra and differential equations for the summer afterwards.

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  • 最后一部分中,我们讨论左对称代数和李代数上的左对称结构在着色李超代数中进一步的推广。

    In the last part, we further generalize left symmetric algebra and left symmetric structure on Lie algebras into Lie color algebras.

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  • 状态空间分析方法的数学基础是线性代数和矩阵论,能控性和能观性是状态分析方法的根本问题。

    The mathematical foundation of state space analysis method is linear algebra and matrix theory, whose essential issues are controllability and observability.

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  • 但是打个比方,当人们试图利用代数和几何来理解太阳系的时候,他们只能够说明这些行星的轨道。

    But as an analogy, when people were trying to understand the Solar System with algebra and geometry, they could only describe the planets' orbits.

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  • 采用近世代数和时序逻辑的方法定义了形式化描述语言,并形式化地描述了密码协议的分层安全需求。

    Using temporal logic and algebra, a formal requirement language was presented and used to describe the formal hierarchy requirements for cryptographic protocols.

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  • 在大多数章节有数学要求,不过通常只是初等代数和函数图象,我希望大多数读者对这些要求没有问题。

    There is some mathematics in most chapters, but it's usually just elementary algebra and plots of functions, which I expect most readers will be okay with.

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  • 如果某些问题(比如代数和线性代数)一次又一次的出现,我就做些练习去确认我是否真正的理解它了。

    If something comes up again and again (like algebra and linear algebra), then I'll start doing some exercises to make sure I really understand it.

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  • 如果某些问题(比如代数和线性代数)一次又一次的出现,我就做些练习去确认我是否真正的理解它了。

    If something comes up again and again (like algebra and linear algebra), then I'll start doing some exercises to make sure I really understand it.

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