推论

Frege's thought of philosophy of logic is the theoretical support ofhis thought system.A new logical system created by Frege is the support of his thoughtof philosophy of logic.As a tool of proof and a deductive method,it is used not only tosolve the mathematical problems but also used as a tool to remould philosophy.

弗雷格的逻辑哲学思想是他的思想体系的理论支撑，他创造的一种新的逻辑体系是其逻辑哲学思想的支撑，作为论证工具、推论方法，不仅去解决数学问题，又把它作为改造哲学的有力工具。

Draw lessons from increment type observation implement with PI condition observation implement research achievement, combine heat to dominate a field complex control system designs bunchy form normally the actual condition of regulating system, offer observation of function of PI of increment style broad sense implement and the concept that its condition feedbacks, the tectonic regulating system that cluster form and observation implement feedback of shirt-sleeve broad sense condition controls a system, learn an analysis through number, give out the sufficient condition of IFO-PIO/BS reachs his corresponding theorem and deductive proof, announce give this to controlled systematic equivalence to be had at IFO-PIO/BS change the function that gain condition feedbacks.

借鉴增量式观测器和PI状态观测器的探究成果，并结合热控领域复杂控制系统通常设计成串级调节系统的实际情况，提出增量式广义PI函数观测器及其状态反馈的概念，构造串级调节系统和观测器相融合的广义状态反馈控制系统，通过数学分析，给出IFO-PIO/BS的充分条件及其相应定理和推论的证实，揭示出该控制系统等价于IFO-PIO/BS具有了变增益状态反馈的功能。

You've developed considerable deductive powers of your own.

你自己的推论能力成长了很多

Besides a thorough knowledge of geometry, teachers also need to understand the processes of reasoning inductively and deductively and of integrating knowledge from both sorts of thinking to develop mathematics.

此外几何学的完全知识，老师也需要了解归纳地而且推论地和从两者种想发展数学整合知识说服的程序。

No inference is here intended that the laws provided by the States against false and defamatory publications should not be enforced

这里并不意味着关于针对虚假和诽谤的出版物的州立法律无须被强制执行的推论

Though analogical reasoning having a form of logical deduction,it is a defeasible and argumentative justification in essence.

因此，虽然类推适用具有逻辑推论的形式，但其实质是一种可辩驳的论辩性论证。

In this paper, the L(d,1)-labeling is studied and the upper bounds of λd of plane triangulation graph, solid tetrahedron subdivision graph, plane near quadrangle subdivision graph are derived, and as corollaries, the conjecture is proved to be true for the above several classes of graphs.

此文研究了作为L(2，1)-标号问题的推广的L(d，1)-标号问题，并得出了平面三角剖分图、立体四面体剖分图、平面近四边形剖分图的L(d，1)-标号的上界，作为推论证明了对上述几类图该猜想成立。

This course discusses descriptive statistics and inferential statistics.

本课程包括叙述统计与推论统计。

To some degree, the logic inference is confirmed, but the grasp for the determinacy of situation will be very inferior.

因此对制度环境变迁的研判就不仅要合乎逻辑的推论，更要合乎对具体实践中情势的把握。

Chapter two proposes the unified form of Hojman"s conservation law and Lutzky"s conservation law. Firstly, the author introduces the general Lie group of transformations that the variations of both the time and the generalized coordinates are considered, derives the determining equation of Lie symmetry for the system, presents a new conservation law, which contains the Hojman"s and the Lutzky"s conservation law as two special cases, and obtains a condition to exclude trivial Hojmans conserved quantities.

第二章，Hojman定理和Lutzky定理的统一形式：首先，引入一般意义下的Lie变换群(即位型变量q_s和时间变量t同时变换)，给出系统的Lie对称性确定方程，提出一个新的守恒律，Hojman定理与Lutzky定理则分别是这个新守恒律在两个特殊情况下的推论，导出一个可排除平凡Hojman守恒量的定理，并分别讨论了Birkhoff系统和非完整系统的Lie对称性和Hojman守恒量，最后，讨论了Hamilton系统的梅对称性与Lie对称性的关系，给出了由梅对称性求Hojman守恒量的方法。

The split between the two groups can hardly be papered over.

这两个团体间的分歧难以掩饰。

This approach not only encourages a greater number of responses, but minimizes the likelihood of stale groupthink.

这种做法不仅鼓励了更多的反应，而且减少跟风的可能性。