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Titlebook: Handbook of Reliability Engineering; Hoang Pham Book 2003 Springer-Verlag London 2003 algorithms.coding.data analysis.electronics.learning

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Ming J. Zuo,Jinsheng Huang,Way KuoWe present an informal discussion, to illustrate how certain concepts might naturally arise in the pursuit of an answer to a fundamental question: the question of the existence of minimum and maximum values of real-valued functions.
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We have developed enough techniques to be able to sketch curves and graphs of functions much more efficiently than before. We shall investigate systematically the behavior of a curve, and the mean value theorem will play a fundamental role.
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Ming ZhaoSeries are a natural continuation of our study of functions. In the preceding chapter we found how to approximate our elementary functions by polynomials, with a certain error term. Conversely, one can define arbitrary functions by giving a series for them. We shall see how in the sections below.
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Koichi Tokuno,Shigeru YamadaIn this chapter we will begin to see more manifestations of how the definition of the complex derivative imposes strong conditions on analytic functions. The central results are the Cauchy- Goursat theorem and the Cauchy integral formulas. Many results follow from these.
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Jen-Chun Chang,Frank K. Hwangremes of the pass-band. This effect can be very troublesome unless care is taken to avoid it, and arises because at the frequencies concerned the feedback has changed from being negative to being positive.
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