Titlebook: Mathematics and Methodology for Economics; Applications, Proble Wolfgang Eichhorn,Winfried Glei?ner Textbook 2016 Springer International Pu

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,Nonlinear Optimisation with One or Several Objectives: Kuhn–Tucker Conditions,tional equation. For linear regression the method of least squares is used. Next extrema under equality constraints are investigated. We also use envelope theorems and the LeChatelier Principle to determine extrema. The case of inequality constraints is dealt with, too. The chapter ends with an excu

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Differential Equations,ut we also discuss some nonlinear important examples: the Bernoulli and the Riccati equations. The latter is used to investigate the saturation of markets, the logistic growth. As linear differential equations of second order are very important in mathematical modelling they are discussed in full de

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racting with a nonlinear atomic medium modeled as an oscillator; and a double-well BEC, the atomic condensate in each well modeled by an oscillator Hamiltonian with appropriate nonlinear interactions. Under unitary evolution, the bipartite state is known to exhibit features similar to wave packet re

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Wolfgang Eichhorn,Winfried Glei?ner this area. Non-classical logics are logical formalisms that violate or go beyond classical logic laws, and their specific features make them particularly suited to describing and reason about aspects of social interaction. The richness and diversity of non-classical logics mean that this area is a