Titlebook: Algorithmic Game Theory; 16th International S Argyrios Deligkas,Aris Filos-Ratsikas Conference proceedings 2023 The Editor(s) (if applicabl

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Beteiligung ohne soziale Exklusion,ricts .. Moreover, we show that . remains W[2]-hard in trees with . leaves with respect to the combined parameter .. In contrast, Gupta et al. (SAGT 2021) give an FPT algorithm for paths with respect to .. To complement our results and fill this gap, we provide an algorithm to solve . that is FPT in . when . is a fixed constant.

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Parameterized Complexity of?Gerrymanderingricts .. Moreover, we show that . remains W[2]-hard in trees with . leaves with respect to the combined parameter .. In contrast, Gupta et al. (SAGT 2021) give an FPT algorithm for paths with respect to .. To complement our results and fill this gap, we provide an algorithm to solve . that is FPT in . when . is a fixed constant.

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Computational Complexity of?Decision Problems About Nash Equilibria in?Win-Lose Multi-player Gamesrties. Such problems have generally been shown to be complete for the complexity class ., that captures the complexity of the decision problem for the Existential Theory of the Reals. For most of these problems, we show that their complexity remains unchanged even when restricted to . games, where all utilities are either?0 or?1.

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Conference proceedings 2023tember 2023.?.The 26 full papers included in this book were carefully reviewed and selected from 59 submissions. They were organized in topical sections as follows:??computational aspects and efficiency in games; computational social choice; fair division; matching and mechanism design..

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Der (Mehr-)Wert der Zwei-Elternteil-Familie assigned a fixed weight. The game is played in two stages. First, the leader chooses prices for the vertices under her control. Afterward, the second player, called ., selects a min weight vertex cover in the resulting weighted graph. That is, the follower selects a subset of vertices . such that e

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Der (Mehr-)Wert der Zwei-Elternteil-Familierties. Such problems have generally been shown to be complete for the complexity class ., that captures the complexity of the decision problem for the Existential Theory of the Reals. For most of these problems, we show that their complexity remains unchanged even when restricted to . games, where a