set-cover-0.0.5: Solve exact set cover problems like Sudoku, 8 Queens, Soma Cube, Tetris Cube
Math.SetCover.Bit
class Eq bits => C bits where Source
Methods
empty :: bits Source
complement, keepMinimum :: bits -> bits Source
xor, (.|.), (.&.) :: bits -> bits -> bits infixl 7 .&.infixl 5 .|. Source
Instances
data Sum a b Source
Constructors
bitLeft :: (Bits a, C b) => Int -> Sum a b Source
bitRight :: (C a, Bits b) => Int -> Sum a b Source