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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Set-Valued Techniques in Dynamic Economic Modelsumptions are imposed. In this paper we show that the theory of differential inclusions can successfully be used for solving nonconvex problems, such as nonconvex optimal control problems, or implicit differential schemes. Results are applied to a generalized dynamic input-output economic model.

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Agent Behavior and Transitions in ,-Person Social Dilemma Gamesbe modeled by .-person social dilemma games, and the evolution of the network can be characterized by repeated transitions. The nature of the transitions as well as the long-term behavior of the state of the network depend on the structures of the particular games under consideration. The purpose of

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Newton-Type Solvers Using Outer Inverses for Singular Equationses in the fact that we present a more flexible, finer semi-local convergence analysis and without additional hypotheses. We also study the local convergence analysis not given in the aforementioned paper.

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Properties of Linear Time-Dependent Systemsication is reachability which can drive the state of the system to a given desired state in any future time. In this study we elaborate a generalisation of the Kalman-type rank conditions which provide the sufficient and necessary conditions for reachability of such systems.

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A Co-evolutionary Model for Human Capital and Innovative Firmse interior steady state, is discussed. Subsequently some simplified versions of the model are proposed and studied. By means of such analysis, we claim that a policy oriented to increasing the stock of skilled labor can set the economy on a positive path towards technological development.

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