Titlebook: Inverse Galois Theory; Gunter Malle,B. Heinrich Matzat Book 19991st edition Springer-Verlag Berlin Heidelberg 1999 Arithmetic fundamentals

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The Rigidity Method, first appeared implicitly in the appendix to the dissertation of Shih (1974). This concept was subsequently considered independently by Fried (1977), Belyi (1979), Matzat (1979,1984,1985a) and later Thompson (1984a) and extended in different directions. In this first chapter we develop the one vari

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Embedding Problems,rting from the chief factors, one tries to realize composite groups as Galois groups over a given field. In the number theoretical context this question already has a long history which beginning with the work of Scholz (1929) and Reichardt (1937) finally led to the realization of all solvable group

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Gunter Malle,B. Heinrich Matzatcontrollable element. The chapter presents a fuzzy logic approach to design the control strategies of the microgrid EMS. The strategies are designed under two scenarios, the first one assuming that forecast of generation and consumption is not available and the second one using MG forecasted data. S

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Gunter Malle,B. Heinrich Matzat, the overall effect on the annual use is limited. Energy assessment by the simplified method is within an error of?<2.5 kWh/(m.·a) or?<10%. Therefore, the simplified approach as currently applied in the EPR calculation tool in Flanders is concluded to be suited for the calculation of the final ener

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Gunter Malle,B. Heinrich Matzatk-shaving behavior among the more prosocial consumers of electricity. In this book chapter, first, the research on social value orientation and its measurement will be presented. Second, an overview will be provided of the most relevant situational factors that influence social value orientation. Fi