def generate_games_from_subsets(subsets: list):
yield "0"
for left, right in product(subsets, repeat=2):
g = Game()
# Add all options from the sets to the game
if left:
g.left_options.extend(Game(opt) for opt in left)
if right:
g.right_options.extend(Game(opt) for opt in right)
# Yield the canonical form as str
yield str(g.canonical_form())
def canonical_from_pair(pair: tuple):
# Split pair in left and right options
left, right = pair
g = Game()
# Add all options from the sets to the game
if left:
g.left_options.extend(Game(opt) for opt in left)
if right:
g.right_options.extend(Game(opt) for opt in right)
# Return the canonical form as str
return str(g.canonical_form())
def compute_combinations(sets):
yield Game("0")
# Create the cartesian product to create all combinations
# of Left and Right option sets.
for left_set, right_set in product(sets, repeat=2):
g = Game()
# Add all options from the sets to the game
if left_set:
g.left_options.extend(left_set)
if right_set:
g.right_options.extend(right_set)
# Yield the canonical form
yield g.canonical_form()
