So, I would like to convert my string input
'f(g,h(a,b),a,b(g,h))'
into the following list
['f',['g','h',['a','b'],'a','b',['g','h']]]
Essentially, I would like to replace all '(' into [ and all ')' into ].
I have unsuccessfully tried to do this recursively. I thought I would iterate through all the variables through my word and then when I hit a '(' I would create a new list and start extending the values into that newest list. If I hit a ')', I would stop extending the values into the newest list and append the newest list to the closest outer list. But I am very new to recursion, so I am struggling to think of how to do it
word='f(a,f(a))'
empty=[]
def newlist(word):
listy=[]
for i, letter in enumerate(word):
if letter=='(':
return newlist([word[i+1:]])
if letter==')':
listy.append(newlist)
else:
listy.extend(letter)
return empty.append(listy)
Quite an interesting question, and one I originally misinterpreted. But now this solution works accordingly. Note that I have used list concatenation + operator for this solution (which you usually want to avoid) so feel free to improve upon it however you see fit.
Good luck, and I hope this helps!
# set some global values, I prefer to keep it
# as a set incase you need to add functionality
# eg if you also want {{a},b} or [ab<c>ed] to work
OPEN_PARENTHESIS = set(["("])
CLOSE_PARENTHESIS = set([")"])
SPACER = set([","])
def recursive_solution(input_str, index):
# base case A: when index exceeds or equals len(input_str)
if index >= len(input_str):
return [], index
char = input_str[index]
# base case B: when we reach a closed parenthesis stop this level of recursive depth
if char in CLOSE_PARENTHESIS:
return [], index
# do the next recursion, return it's value and the index it stops at
recur_val, recur_stop_i = recursive_solution(input_str, index + 1)
# with an open parenthesis, we want to continue the recursion after it's associated
# closed parenthesis. and also the recur_val should be within a new dimension of the list
if char in OPEN_PARENTHESIS:
continued_recur_val, continued_recur_stop_i = recursive_solution(input_str, recur_stop_i + 1)
return [recur_val] + continued_recur_val, continued_recur_stop_i
# for spacers eg "," we just ignore it
if char in SPACER:
return recur_val, recur_stop_i
# and finally with normal characters, we just extent it
return [char] + recur_val, recur_stop_i