activity
20202026
most citedPositional games on randomly perturbed graphs

1 citations · 1 across the 10 of their papers we have counts for

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11 papers · 1 filter

math.CO2026

Stotting in positional games

Johannes Carmesin, Yannick Mogge

We introduce variants of the Maker-Breaker and Waiter-Client games, which we call \emph{stotting}, in which a player grants a slight advantage to the opponent. We prove that a winn…

math.CO2025

Creating triangles in Constructor-Blocker games

Chloé Boisson, Yannick Mogge, Aline Parreau +1

Generalized Turán problems investigate the maximization of the number of certain structures (typically edges) under some constraints in a graph. We study a game version of these pr…

math.CO2025

Constructions for positional games and applications to domination games

Ali Deniz Bagdas, Dennis Clemens, Fabian Hamann +1

We present constructions regarding the general behaviour of biased positional games, and amongst others show that the outcome of such a game can differ in an arbitrary way dependin…

math.CO2025

Maker playing against an invisible Breaker

Dennis Clemens, Fabian Hamann, Mirjana Mikalački +2

We initiate the study of the phantom version of Maker-Breaker positional games. In a phantom game, the moves of one of the players are hidden from the other player, who still has t…

math.CO2025

Seeing is not believing in limited visibility cops and robbers

Bojan Bašić, Alfie Davies, Aleksa Džuklevski +2

We consider the model of limited visibility Cops and Robbers, where the cops can only see within their -neighbourhood. We prove that the number of cops needed to see the robber…

math.CO2024

Biased domination games

Ali Deniz Bagdas, Dennis Clemens, Fabian Hamann +1

We consider a biased version of Maker-Breaker domination games, which were recently introduced by Gledel, Ir{š}i{č}, and Klav{ž}ar. Two players, Dominator and Staller, alternatingl…