Titlebook: Games and Dynamics in Economics; Essays in Honor of A Ferenc Szidarovszky,Gian Italo Bischi Book 2020 Springer Nature Singapore Pte Ltd. 20

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judicial

A Co-evolutionary Model for Human Capital and Innovative Firmsproperties of the model, showing that if the demand for skilled labor is higher than its supply, then innovative firms may have an incentive to become non-innovative and stop hiring skilled workers. If, by contrast, the supply of skilled labor is higher than its demand, then there could be incentive

阴谋小团体

Path Dependence in Models with Fading Memory or Adaptive Learningponentially discounts older data. Also adaptive expectations can be expressed as weighted sums of infinitely many past states, with exponentially decreasing weights, but these are not averages since the weights do not sum up to one for any given initial time. These two different kinds of learning, w

交响乐

Migratory

resilience

On Dynamics of a Three-Country Kaldorian Model of Business Cycles with Fixed Exchange Rateseans that our model is a three-country extension of Kaldor’s nonlinear business cycle model that is characterized by the dynamic interaction of the real income and the real capital stock. It is supposed that three countries are connected through international trade and international capital movement

resilience

Eductive Stability, Heterogeneous Information Costs and Period-Two Cycle Multiplicityby assuming that unbiased fundamentalists and several groups of biased fundamentalists face information costs that are inversely proportional to their bias. Like in those works, we deal with the case in which the model is globally eductively stable, being globally stable under naive expectations. Si

HERE

Nöther’s Theorem and the Lie Symmetries in the Goodwin-Models a specific function of the coordinates and velocities, i.e., the Lagrangian. If the integral of a Lagrangian is stationary, then the system is moving along an extremal path through the phase space. All Lie symmetries of a Lagrangian correspond to a conserved quantity, and the conservation principl

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