Titlebook: Operations Research; Beitr?ge zur quantit Günter Fandel (Lehrstuhl für Produktion und Invest Book 1991 Springer-Verlag Berlin Heidelberg 19

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偏見

Warum liebende V?ter ihren Kindern oftmals weniger vererben als sie k?nntene materielle Verm?gen verwendet werden soll. Dieses Verm?gen besteht grunds?tzlich aus zwei Teilen: aus Rentenansprüchen, die gew?hnlich bis zum Lebensende reichen sowie aus Realkapital und Finanzaktiva, die bei Bedarf ver?u?ert und deren Erl?s dann in Konsumgüter umgewandelt werden k?nnen. Die Ents

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Optimal Monetary and Fiscal Policies in Cash-in-Advance Economies with Monopolistic Competitions that deflationary monetary policy supported by lump-sum taxation is able to implement a Pareto-optimal allocation as stationary perfect-foresight equilibrium. He himself raises the question whether his “conclusions are robust to other assumptions about the nature of competition or the monetary sec

Stricture

Special Nonconvex Optimization Problems Turnable into Problems of Linear Programmingtion set (the set of all optimal points) represents a closure of a face of the considered spherical polyhedron. On the basis of these results we can suppose that there exists a certain close connection between such NOPs and linear optimization problems. It appears that these NOPs can be transfer into equivalent linear optimization problems.

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Improving the Generality of Results from Monte Carlo Studies of Small Sample Properties of Estimatoriables are cointegrated; the disturbances in the equations are autocorrelated within and across equations and are perhaps also heteroskedastic. Even more complicated are models which also contain present and future model consistent (= “rational”) expectations variables.

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Zum Satz von ,ht algorithmisch umsetzen l??t. Die daraus entwickelten Verfahren — sogenannte Verdünnungs- oder Skelettierungsalgorithmen — fanden weite Verbreitung als Vorverarbeitungsverfahren in der Bildverarbeitung.

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Pseudo Duality-Inequality Constraints; Extended Geometric Programsss of programs. The techniques that were used in . and . (1980) could be applied again and it is assumed, without loss of generality, that all functions treated in the present paper have a Legendre transform. It will further be assumed that the reader is familiar with the notation and terminology used in . and . (1980).

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