- #1
m84uily
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I wanted to model a particular game and determine the probability for each team to win. I have no idea how to do the determination of probability part, but here's the game broken down:
There are 3 types of players, T's, D's and I's.
The amount of each type of player is as follows:
1/8 D
2/8 T
5/8 I
(game is only played in multiples of 8)
All of the T's, D's and I's are placed in a list, every turn 2 distinct players from the list are chosen randomly and interact according to the following:
T--fights I, fights D, peace T
D--kills I, peace D, fights T
I--fights I, dies D, fights T
"fights" - a coin flip determines which player goes back into the list for the next round
"peace" - both players go back into the list for the next round
"kills" - the player who is killing has a 100% chance to remove the other player from the list and return for the next round
"dies" - the player who is dying has a 100% chance to be removed from the list
The game ends when either:
-only T's remain (T win)
-all T's are removed from the list (T lose)
Where should I start in terms of getting the probability breakdown for whether T's win or lose?
There are 3 types of players, T's, D's and I's.
The amount of each type of player is as follows:
1/8 D
2/8 T
5/8 I
(game is only played in multiples of 8)
All of the T's, D's and I's are placed in a list, every turn 2 distinct players from the list are chosen randomly and interact according to the following:
T--fights I, fights D, peace T
D--kills I, peace D, fights T
I--fights I, dies D, fights T
"fights" - a coin flip determines which player goes back into the list for the next round
"peace" - both players go back into the list for the next round
"kills" - the player who is killing has a 100% chance to remove the other player from the list and return for the next round
"dies" - the player who is dying has a 100% chance to be removed from the list
The game ends when either:
-only T's remain (T win)
-all T's are removed from the list (T lose)
Where should I start in terms of getting the probability breakdown for whether T's win or lose?