First Player Advantages
The advantageous effect of being the first player.
In games where players take turn making moves it is often advantageous to be the first to move.
Contents
Examples
Chess and Go are traditional games with perfect information where the presence of First Player Advantages are well-recognized and compensated for by letting players play multiple matches and switch sides - Go has the komi rule to mitigate the advantage but does nonetheless let players play both sides when meeting other players in tournaments. For the game Hex it has been proved that the first player always has a winning strategy although an efficient way of finding this strategy has not yet been developed[1].
Using the pattern
Can Be Instantiated By
Can Be Modulated By
First Player Tokens, Rotating Starting Players
Diegetic Aspects
Interface Aspects
Narrative Aspects
Consequences
Can Instantiate
Asymmetric Starting Conditions
Potentially Conflicting With
Back-to-Back Game Sessions, Player Balance
Relations
Can Instantiate
Asymmetric Starting Conditions
Can Modulate
-
Can Be Instantiated By
Can Be Modulated By
First Player Tokens, Rotating Starting Players
Possible Closure Effects
-
Potentially Conflicting With
Back-to-Back Game Sessions, Player Balance
History
New pattern created in this wiki.
References
- ↑ Wikipedia entry for the game Hex, including a general proof that the first player has a winning strategy.
Acknowledgements
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