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Sliding Window Pattern: LeetCode Guide & Problems

Efficiently process subarrays or substrings of a fixed or variable size.

✓ Pattern Solutions & Guides Practice Mode Enabled
27 Problem 0 Easy 25 Medium 2 Hard

Problems (27)

Problem Solution Link
Longest Substring Without Repeating Characters
#String #Hash Map #Sliding Window
Solution
Minimum Window Substring
#String #Hash Map #Sliding Window
Solution
Sliding Window Maximum
#Array #Deque #Sliding Window
Solution
Longest Repeating Character Replacement
#String #Sliding Window
Solution
Permutation in String
#String #Hash Map #Sliding Window
Solution
Find All Anagrams in a String
#String #Hash Map #Sliding Window
Solution
Max Consecutive Ones III
#Array #Sliding Window #Binary
Solution
Subarray Product Less Than K
#Array #Sliding Window
Solution
Minimum Size Subarray Sum
#Array #Sliding Window #Binary Search
Solution
Fruit Into Baskets
#Array #Sliding Window #Hash Map
Solution
Minimum Operations to Reduce X to Zero
#Array #Hash Table #Binary Search
Solution
Longest Subarray of 1's After Deleting One Element
#Array #Dynamic Programming #Sliding Window
Solution
Count Number of Nice Subarrays
#Array #Hash Table #Math
Solution
Frequency of the Most Frequent Element
#Array #Binary Search #Greedy
Solution
Maximum Number of Vowels in a Substring of Given Length
#String #Sliding Window
Solution
Consecutive 1's not allowed
#String
Solution
Minimum changes to make alternating binary string
#String
Solution
String to Integer
#String
Solution
Length of Last Word
#String
Solution
Run Length Encoding
#String
Solution
Longest Common Prefix
#String
Solution
Largest Alphabetic Character present in the String
#String
Solution
Roman to Integer
#String
Solution
Integer to Roman
#String
Solution
First Unique Character in a String
#String
Solution
Valid Tic Toe State
#String
Solution
Find the Index of the First Occurrence in a String
#String
Solution
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Mastering the Sliding Window Pattern for Coding Interviews

1. Mental Model & Visual Intuition

The Sliding Window pattern is designed to eliminate redundant work and reduce search spaces. Rather than evaluating every possible state using a naive brute-force approach, this pattern relies on an invariant that allows you to safely discard subproblems that cannot lead to an optimal answer. When encountering an interview question, look for core triggers such as monotonicity, contiguous constraints, optimal substructure, or overlapping subproblems.

2. Algorithmic Invariants & Step-by-Step Execution

To implement this pattern flawlessly under interview conditions, structure your thought process into three discrete steps:

  • State Initialization: Define your boundaries, pointers, or memoization tables clearly before entering loops.
  • State Transition: Update tracking variables incrementally as new elements enter or leave your active evaluation window.
  • Feasibility Check: When constraints are violated, systematically shrink or adjust your state until the valid invariant is restored.

3. Time and Space Complexity Trade-Offs

In top-tier technical interviews at Google, Meta, and Amazon, arriving at a working solution is only half the battle. You must explicitly justify why your approach achieves optimal Big-O bounds. For Sliding Window, the target time complexity is typically O(n) — each element enters and exits the window at most once while maintaining an auxiliary space complexity of O(k) where k is the window size or alphabet size. Always discuss whether an in-place modification or two-pass traversal can save memory.

4. Common Interview Edge Cases to Test

Before informing your interviewer that you have completed coding, trace your logic against these standard high-failure test cases:

  • Empty inputs, single-element collections, or all-identical values.
  • Inputs with negative numbers, duplicates, or extreme values that could cause integer overflow.
  • Odd versus even length inputs when dealing with pointer convergence or tree midpoints.

Related Guide

How to Master the Sliding Window Pattern →

The sliding window technique turns O(n²) brute-force substring problems into clean O(n) solutions. H…

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