I'm designing a rock paper scissors circuit and needed help simplifying the equations.
Let 1R, 1P, and 1S be the options for the first player.
Let 2R, 2P, and 2S be the options for the second player.
Let 1W be win for first player, and 2W be win for second player.
Then,
1W = 1R*(1P)*(1S)*(2R)*(2P)*2S + (1R)*1P*(1S)*2R*(2P)*(2S) + (1R)*(1P)*1S*(2R)*2P*(2S)
2W = (1R)*(1P)*1S*2R*(2P)*(2S) + 1R*(1P)*(1S)*(2R)*2P*(2S) + (1R)*1P*(1S)*(2R)*(2P)*2S
* is AND
+ is OR
and () is inverter
Would it be possible to further simplify these equations? Thanks in advance.
Let 1R, 1P, and 1S be the options for the first player.
Let 2R, 2P, and 2S be the options for the second player.
Let 1W be win for first player, and 2W be win for second player.
Then,
1W = 1R*(1P)*(1S)*(2R)*(2P)*2S + (1R)*1P*(1S)*2R*(2P)*(2S) + (1R)*(1P)*1S*(2R)*2P*(2S)
2W = (1R)*(1P)*1S*2R*(2P)*(2S) + 1R*(1P)*(1S)*(2R)*2P*(2S) + (1R)*1P*(1S)*(2R)*(2P)*2S
* is AND
+ is OR
and () is inverter
Would it be possible to further simplify these equations? Thanks in advance.