Understanding the palindrome partitioning problem


In many string processing softwares, the program must divide a string into smaller components while preserving certain structural properties. One such property is symmetry, and an interesting variation is when we want every piece to read the same forward and backwards. In such cases, instead of searching for a single large palindromic substring, we may want to partition the entire string into smaller palindromic pieces

This is known as the palindrome partitioning problem, where the objective is to determine the fewest cuts needed to ensure every resulting substring reads the same forwards and backwards.

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Find the minimum number of cuts in a string to make every partition a palindrome.

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