Created
March 13, 2022 07:20
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Two words are anagrams of one another if their letters can be rearranged to form the other word. Given a string, split it into two contiguous substrings of equal length. Determine the minimum number of characters to change to make the two substrings into anagrams of one another.
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# | |
# Complete the 'anagram' function below. | |
# | |
# The function is expected to return an INTEGER. | |
# The function accepts STRING s as parameter. | |
# | |
def anagram(s) | |
n = s.length | |
return -1 if n % 2 == 1 | |
n /= 2 | |
a = s[0, n].split('').sort | |
b = s[n, s.length/2].split('').sort | |
if a == b | |
return 0 | |
end | |
hash_a = Hash.new(0) | |
hash_b = Hash.new(0) | |
a.each{|i| hash_a[i] += 1} | |
b.each{|j| hash_b[j] += 1} | |
keys = hash_a.keys & hash_b.keys | |
a1 = hash_a.select{ |k, v| keys.include? k } | |
b1 = hash_b.select{ |k, v| keys.include? k } | |
# num1 = a1.values.sum | |
# num2 = b1.values.sum | |
# print a, b, hash_a, hash_b , keys , a1, b1,num1, num2, "\n" | |
total = 0 | |
for i in keys | |
total += [hash_a[i], hash_b[i]].min | |
end | |
return n - total | |
end |
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