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This paper is an analysis of the unsteady flow of fluid. A Lagrangian approach has been used for simulation. The obtained model is interpreted as a SoS. Structure of exchangeable information for SoS has been defined. The algorithm for numerical implementation of the offered model is brought forward and illustrative examples are given.
We consider a two-person discrete-time dynamic game with the prespecified fixed duration. Each player maximizes her profit over the game horizon, taking decisions of the other player into account. Our goal is to find the Stackelberg equilibria for such a game. The solution approach differs with respect to the information available to individual players. While in the game with open-loop information...
We consider a two-person discrete-time dynamic game with a prespecified fixed duration. Each player maximizes her profit over the game horizon, taking decisions of the other player into account. Our goal is to find the Stackelberg equilibria for such a game. After having discussed deterministic Stackelberg games in the companion paper (Stackelberg Equilibria for Discrete-Time Dynamic Games - Part...
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