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Titlebook: Springer Handbook of Lasers and Optics; Frank Träger Reference work Apr 20071st edition Springer-Verlag New York 2007 Lasers.Optical Mater

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Robert Brunner Dr.,Enrico Geißler,Bernhard Messerschmidt Dr.,Dietrich Martin Dr.,Elisabeth Soergel Das a combination of the inspection policy and the control policy. The state of the randomly failing equipment can only be determined by sampling inspection. The output of the product quality is assumed to be normally distributed and monitored by an .-control chart. The paper determines economically
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Dietrich Bertram Dr.,Matthias Born Dr.,Thomas Jüstel Dr.so far because he stood on the shoulders of gi­ ants. Giants upon whose shoulders Professor Sethi and colleagues stand are Robert Merton, particularly Merton‘s (1969, 1971, 1973) seminal papers, and Paul Samuelson, particularly Samuelson (1969). Karatzas, Lehoczky, Sethi and Shreve (1986), hencefort
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Orazio Svelto Prof.,Stefano Longhi Prof.,Giuseppe Valle Dr.,Stefan Kück Dr.,Günter Huber Prof.,Markusence of a subsistence consumption level and the possibility of bankruptcy. Agent’s consumption utility is assumed to be represented by a strictly increasing, strictly concave, continuously differentiable function in the general case and by a HARA type function in the special case treated in the cha
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Matthias Wollenhaupt Dr.,Andreas Assion Dr.,Thomas Baumert Prof.at he saw so far because he stood on the shoulders of gi­ ants. Giants upon whose shoulders Professor Sethi and colleagues stand are Robert Merton, particularly Merton‘s (1969, 1971, 1973) seminal papers, and Paul Samuelson, particularly Samuelson (1969). Karatzas, Lehoczky, Sethi and Shreve (1986),
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at he saw so far because he stood on the shoulders of gi­ ants. Giants upon whose shoulders Professor Sethi and colleagues stand are Robert Merton, particularly Merton‘s (1969, 1971, 1973) seminal papers, and Paul Samuelson, particularly Samuelson (1969). Karatzas, Lehoczky, Sethi and Shreve (1986),
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Wolfgang Demtröder Prof.,Sune Svanberg Prof.ibility of bankruptcy. Agent’s consumption utility is assumed to be represented by a strictly increasing, strictly concave, continuously differentiable function in the general case and by a HARA-type function in the special case treated in the paper. Coefficients of absolute and relative risk aversi
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