I have a Python dictionary where keys represent some item and values represent some (normalized) weighting for said item. For example:
d = {'a': 0.0625, 'c': 0.625, 'b': 0.3125}
# Note that sum([v for k,v in d.iteritems()]) == 1 for all `d`
Given this correlation of items to weights, how can I choose a key from d
such that 6.25% of the time the result is 'a', 32.25% of the time the result is 'b', and 62.5% of the result is 'c'?
def weighted_random_by_dct(dct):
rand_val = random.random()
total = 0
for k, v in dct.items():
total += v
if rand_val <= total:
return k
assert False, 'unreachable'
Should do the trick. Goes through each key and keeps a running sum and if the random value (between 0 and 1) falls in the slot it returns that key