Titlebook: Currents in Industrial Mathematics; From Concepts to Res Helmut Neunzert,Dieter Pr?tzel-Wolters Book 2015 Springer-Verlag Berlin Heidelberg

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Modelinglarify what we mean by models and modeling, for there are few terms in applied mathematics—perhaps few in all of the natural sciences—that have a wider variety of meanings and specialized uses. This is true, despite their also being key terms in natural science research, which is composed of the int

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Numericsce of the ITWM. After we recapitulate a few basic ideas, we elaborate on the specifics of Fraunhofer research in the field of computational mathematics and formulate some of the essential requirements and criteria of such research. We begin with grid generation and discretization. Because of its imp

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Robust State Estimation of Complex Systemstem events. However, it is usually impossible to directly monitor all relevant system quantities, due to the technical limitations of available sensor technology and the restricted presence of suitable measurement sites. Moreover, supplying the number of sensors required to directly measure all quan

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Option Pricing in Practice—Heston’s Stochastic Volatility Modell mathematics. It includes the Nobel Prize-winning Black–Scholes formula, the most famous result of financial mathematics. However, the log-normal stock price model on which the Black–Scholes formula is based provides only a very rough description of the behavior of real stock price movements. Thus,