This code defines a method `maxRepeating` that determines the maximum...
August 30, 2025 at 06:23 AM
This code defines a method maxRepeating
that determines the maximum number of times the string word
repeats consecutively in the string sequence
. Here's what it does step by step:
Input:
sequence
: A string in which the algorithm will look for repeated patterns ofword
.word
: A string that the algorithm will check for consecutive repetitions.
Logic:
-
Initialize variables:
max
: This keeps track of the maximum length of a consecutive repetition of the word found so far.ans
: This accumulates the repeated instances ofword
while traversing thesequence
.i
: An index to iterate over thesequence
.
-
Iterate over the sequence (
while
loop):- Calculate the
end
index asi + word.length()
for extracting a substring from thesequence
. - If the
end
index exceeds the length of the sequence, the loop stops (or breaks after final checks). - Extract a substring (
substr
) from the current positioni
to theend
.
- Calculate the
-
Check if the substring matches
word
:- If
substr
equalsword
:- It appends
substr
toans
(indicating a repeated match). - It advances the
i
index by the length ofword
to continue checking for more consecutive repetitions.
- It appends
- If
substr
does not equalword
:- It compares
ans.length()
tomax
. Ifans
is longer thanmax
, it updatesmax
. - Resets
ans
to an empty string and incrementsi
by 1 to continue checking from the next position.
- It compares
- If
-
Final Check:
- After the loop, if
ans
is still non-empty (indicating a match at the end of the string) and its length exceedsmax
, updatemax
.
- After the loop, if
-
Return Result:
- Since
word
has a length oflen
, the maximum number of consecutive repetitions ismax / len
. The method returns this value.
- Since
Return Value:
- The method returns an integer representing the maximum number of consecutive repetitions of
word
insequence
.
Example:
Input:
String sequence = "abababab";
String word = "ab";
Execution:
- The method identifies that
"ab"
repeats 4 times consecutively in"abababab"
. - It calculates
max = 8
(the total length of"abababab"
) and divides it by the length of"ab"
(2). - The result is
4
.
Output:
4
Complexity:
- Time Complexity: O(n * m), where
n
is the length ofsequence
andm
is the length ofword
, due to the substring checks. - Space Complexity: O(m) for the concatenated
ans
string.
This code efficiently finds how many times word
repeats consecutively in sequence
.
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