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- We give a sufficient and necessary condition for a De morgan algebra of Uniformity to be pseudo-metrizable. 我们给出了德摩根一致代数可伪度量化的一个充分必要条件
- Remembering de Morgan's theme of a wife in bedlam,however,he stopped short and made a mental note not to mention Jane Eyre either. 然而，当他想起德摩根所写的那位疯人院的女人的故事时，他就不再想下去了，并提醒自己也别提简·爱了。
- A copy of the Code of Hammurabi was found by J. de Morgan at Susa, where it had been taken as plunder, and is now in the Louvre. 一份汉谟拉比法典被J.;德摩根在苏萨（伊朗西部古代遗址，古代埃兰王国的首都）发现，现在存放在罗浮宫（法国巴黎）。
- It is to be noted that Thevenin 's theorem applies to AC as well as to DC circuits. 要注意,代文宁定理不仅适用于直流电路,也适用于交流电路。
- This paper introduces the Buckingham s theorem on dimension analysis and proves it by using method of linear algebra. 介绍了量纲分析中的白金汉定理,并且线性代数的方法予以了证明,通过两则例子说明了该定理的应用。
- A simple experiment to demonstrate the Konig s theorem in rigid body s plane-parallel motion is introduced. 介绍了刚体平面平行运动中的柯尼希定理的验证实验,并用三种不同形状的刚体验证了柯尼希定理。
- Freudenstein s Theorem is an important theorem for a plane four-bar linkages charac-teristic. Two alternative proofs of the theorem are presented. 弗罗丹斯顿定理是平面四杆机构特性中一个重要的定理，介绍了该定理两种不同的证明方法。
- Present study discovers that there are two problems of non-identity and limitation in Betti s theorem of reciprocal works. 本研究发现,功的互等的贝蒂定理存在着非同一性和局限性两个问题,对这两个问题进行了分析,给出了修正的功的互等定理及其应用。
- BUT ARROW'S THEOREM is unduly negative.It requires that an electoral method must satisfy a given axiom, no matter what voters' rankings turn out to be. 但亚洛的定理矫枉过正，该定理主张，选举方法须符合某一特定原则，不管投票者的评比结果为何。
- Two examples, the proffs of both the formulas for the star -delta transformation and Rosen s theorem, are given in this papaer. 本文就此列举了两个例子:星形与三角形网络等效互换公式的证明以及罗森定理的证明。
- Completeness in De Morgan Algebra of Uniformity 德摩根一致代数的完备性
- Meanwhile, some combined application examples for solving the instantaneous center on planar mechanism through Lou"s theorem are also given. 同时，给出了罗洪田定式在求解平面机构瞬心中的组合应用类型。
- Locally Compact for a De Morgan Algebra of Topology 德摩根拓扑代数的局部紧
- Metrization in De Morgan algebra of Uniformity 德摩根一致代数的度量化
- Some New Development on De Morgan Algebra De Morgan代数的某些新进展
- The splitting method is employed to demonstrate the Miller s theorem and coupling Miller s theorem and the ap- plication of the splitting method for circuit analysis is described by using example. 用阻抗分裂法证明了密勒定理及对偶密勒定理,并举例说明了阻抗分裂法在电子线路分析中的应用。
- According to current engineering hydrodynamics, there s positively constant head loss in Bernoulli s theorem for identical stream line in viscous fluid, which can later turn into heat and dissipate. 现行工程流体力学与水力学理论通常认为粘性流体元流伯努利方程中的水头损失项是恒正的,并且这部分损失的机械能转变为热而耗散掉了。
- I have to say that my favorite question came from a student who asked if our quest to understand nature at the particle level was never-ending, due to Godel’s Theorem or something like that. 科学课最没意思了，老师尽在那里讲那些没意思的东西，又不做实验，一点都不好玩。”我不知道这小家伙是不是真知道实验是什么。
- Comparative Study of De Morgan and Aristotle's Syllogism 德摩根的三段论与亚里士多德三段论之比较研究
- Countably Compact and Sequentially Compact for De Morgan Algebra of Topology 德摩根拓扑代数的可列紧和序列紧
