Given some assortment of brackets, you must find the largest substring that is a valid matching bracket pattern
- A bracket match is an opening and closing version of the same kind of bracket beside each other ()
- If a bracket matches then outer brackets can also match (())
- The valid brackets are ()[]{}
For example for the input {([])()[(])}()]
the answer would be ([])()
as that is the largest substring that has all matches
You must accept the input as a command line argument (entered when your app is ran) and print out the result
(It will be called like node main.js [(]()
or however else to run apps in your language)
You can use the solution tester in this post to test you followed the correct format https://programming.dev/post/1805174
Any programming language may be used. 3 points will be given if you pass all the test cases with 1 bonus point going to whoevers performs the quickest and 1 for whoever can get the least amount of characters
To submit put the code and the language you used below
People who completed the challenge:
- @[email protected] -
6.64s
-1203 chars
(rust) - @[email protected] -
0.148s
-1251 chars
(python) - @[email protected] -
0.008s
-1268 chars
(python) - @[email protected] -
0.001s
-1516 chars
(c) (fastest) - @[email protected]
0.031s
-317 chars
(javascript) (shortest)
submissions open for another day (since the last time I edited the post)
C:
gcc -O2 hard.c
This is very poorly written, but does seem to work.
The stack keeps track of the start of a match, and the character that would complete the match. In cases where a match just ended, the start is preserved (because two adjacent matches are effectively one), but the required matching character is changed to that of the new opening match.
#include #include #include #include int main(int argc, char **argv) { char map[256] = { 0 }; struct match { char const *start; char requirement; }; char const *match_start; ptrdiff_t length = 0; char const *p; struct match *stack, *top; char opener; if (argc != 2) { fputs("Improper invocation\n", stderr); exit(EXIT_FAILURE); } /* Initialise lookup table */ map[')'] = '('; map[']'] = '['; map['}'] = '{'; if (!(stack = calloc(sizeof(*stack), strlen(argv[1]) + 1))) { fputs("Allocation failure\n", stderr); exit(EXIT_FAILURE); } /* Note: stack[0].requirement must be 0. This is satisfied by calloc. */ top = stack; match_start = argv[1]; for (p = argv[1]; *p; p++) { /* Are we a closing brace? */ if ((opener = map[(size_t)*p])) { /* Yes */ if (top->requirement == opener) { if (p - top->start >= length) { length = p - top->start + 1; match_start = top->start; } top[1].start = 0; top--; } else { top[1].start = 0; /* Set start to nullptr to invalidate the matches */ while (top > stack) { top--->start = 0; } } } else { /* No */ (++top)->requirement = *p; /* If we are right outside another match, we can use their pointer instead */ if (!top->start) { top->start = p; } } } printf("%.*s\n", (int)length, match_start); free(stack); }