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@pertrai1 pertrai1 commented Jan 1, 2026

Summary by CodeRabbit

Release Notes

  • New Features

    • Added solution for Linked List Cycle II problem with optimized cycle detection implementation
  • Documentation

    • Added comprehensive problem documentation including examples and constraints
    • Added post-mortem template for solution analysis and retrospective learning
  • Chores

    • Updated progress metrics: 168 problems solved, 74 medium problems completed

✏️ Tip: You can customize this high-level summary in your review settings.

@pertrai1 pertrai1 requested a review from Copilot January 1, 2026 17:53
@pertrai1 pertrai1 added the code challenge this is a coding challenge label Jan 1, 2026
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@codex review

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coderabbitai bot commented Jan 1, 2026

📝 Walkthrough

Walkthrough

The PR reorganizes the Linked List Cycle II solution from a root-level directory into a standardized location under leetcode/medium/, adding documentation and a post-mortem template. The main repository README is updated to reflect the new problem count and progress metrics.

Changes

Cohort / File(s) Summary
Main repository documentation
README.md
Updated LeetCode problem count from 167 to 168; incremented Medium problems count from 73 to 74; added new entry "0142 - Linked List Cycle II" under Medium → Linked List cohort
Legacy problem location (removed)
0142-linked-list-cycle-ii/README.md, 0142-linked-list-cycle-ii/linked-list-cycle-ii.ts
Deleted original README and implementation files from deprecated directory structure; code relocated to new leetcode/medium/ hierarchy
New problem location
leetcode/medium/0142-linked-list-cycle-ii/README.md
Introduces problem documentation with cycle detection concept, three worked examples, constraints, and follow-up challenge
New problem location (implementation & auxiliary)
leetcode/medium/0142-linked-list-cycle-ii/linked-list-cycle-ii.ts, leetcode/medium/0142-linked-list-cycle-ii/POST_MORTEM_TEMPLATE.md
Added ListNode class and detectCycle() function implementing Floyd's tortoise-and-hare algorithm (O(n) time, O(1) space); included structured post-mortem template for solution analysis and retrospective

Estimated code review effort

🎯 3 (Moderate) | ⏱️ ~20 minutes

Poem

🐰 A cycle once lost in the root now finds home,
Reorganized neat in the medium/ zone,
Floyd's tortoises dance where the fast pointers race,
Post-mortems and docs keep our hops on the pace! 🐇

Pre-merge checks and finishing touches

✅ Passed checks (3 passed)
Check name Status Explanation
Description Check ✅ Passed Check skipped - CodeRabbit’s high-level summary is enabled.
Title check ✅ Passed The title clearly and accurately summarizes the main change: adding the LeetCode Linked List Cycle II problem solution to the repository.
Docstring Coverage ✅ Passed Docstring coverage is 100.00% which is sufficient. The required threshold is 80.00%.
✨ Finishing touches
  • 📝 Generate docstrings
🧪 Generate unit tests (beta)
  • Create PR with unit tests
  • Post copyable unit tests in a comment
  • Commit unit tests in branch leetcode-01012026

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github-actions bot commented Jan 1, 2026

Claude finished @pertrai1's task in 1m 11s —— View job


Code Review Complete ✅

Excellent work on implementing Floyd's Cycle Detection algorithm! This is a classic two-pointer problem with a beautiful mathematical insight. Here's my detailed review:


✅ Algorithm Correctness

Your solution is correct and handles all the required cases:

  • ✅ Detects cycles using fast/slow pointers
  • ✅ Returns null when no cycle exists
  • ✅ Correctly identifies the cycle start node
  • ✅ Handles edge cases: empty list, single node, no cycle

The logic is sound: first detect if a cycle exists, then reset one pointer to head and move both at the same pace to find the cycle start.


📊 Time & Space Complexity Analysis

Your complexity analysis is accurate:

  • Time: O(n) ✅ - Each node is visited at most twice (once in detection phase, once in finding start)
  • Space: O(1) ✅ - Only two pointer variables used, regardless of list size

This meets the follow-up challenge of using constant memory!

Why O(n) time?

  • Detection phase: Fast pointer moves 2 steps per iteration, visiting at most n nodes
  • Finding start: Both pointers move 1 step, visiting at most n nodes total
  • Combined: O(n + n) = O(n)

🎯 DSA Pattern: Floyd's Tortoise and Hare (Two Pointers)

Pattern Name: Floyd's Cycle Detection Algorithm (Two Pointers - Fast & Slow)

Why This Pattern?
This problem requires:

  1. Detecting a cycle in O(1) space (ruling out hash sets)
  2. Finding the exact starting node of the cycle

Floyd's algorithm elegantly solves both with mathematical precision!


💡 Key Insight - The "Aha!" Moment

The non-obvious insight that makes this work:

When slow and fast meet inside the cycle, the distance from head to cycle start equals the distance from meeting point to cycle start (when traveling forward through the cycle).

Mathematical Proof:

  • Let L = distance from head to cycle start
  • Let C = cycle length
  • Let k = distance from cycle start to meeting point

When they meet:

  • Slow traveled: L + k
  • Fast traveled: L + k + nC (where n is number of complete cycles)

Since fast moves 2x speed: 2(L + k) = L + k + nC

Simplifying: L = nC - k

This means: distance from head to start = distance from meeting point to start (mod C)!

That's why resetting slow to head and moving both at the same pace works!


🔍 Code Quality Review

Strengths:

  • ✅ Clear variable names (slow, fast, head)
  • ✅ Good comments explaining tortoise/hare concept
  • ✅ Proper use of non-null assertion (!) where type checker needs help
  • ✅ Clean, readable implementation
  • ✅ Correct TypeScript typing

Minor Suggestions:

1. Comment Enhancement (line 23-24)

Your comment "if they meet we are now ready to start figuring out the cycle" could explain why the algorithm works:

// If they meet, a cycle exists. Mathematical insight: the distance from 
// head to cycle start equals the distance from meeting point to cycle start.
// So reset slow to head and move both at same pace to find cycle start.
if (slow === fast) {

2. Edge Case Documentation (line 14)

Consider adding a comment about the empty list case:

/**
 * Detects the starting node of a cycle in a linked list using Floyd's algorithm
 * @time - O(n) where n is the number of nodes in the list
 * @space - O(1) because slow and fast are only pointers
 * @returns The cycle start node, or null if no cycle or empty list
 */

🔗 Related Problems (Same Pattern)

Practice Floyd's algorithm with these:

  1. LeetCode 141 - Linked List Cycle (Easy)

    • Simplified version: only detect if cycle exists (don't need to find start)
    • Great warm-up problem
  2. LeetCode 287 - Find the Duplicate Number (Medium)

    • Same algorithm, different context: array with duplicate numbers
    • Key insight: treat array indices/values as linked list nodes
    • Constraints require O(1) space, same as this problem
  3. LeetCode 202 - Happy Number (Easy)

    • Apply Floyd's algorithm to detect cycles in number sequences
    • Shows versatility of the pattern beyond linked lists
  4. LeetCode 457 - Circular Array Loop (Medium)

    • Cycle detection in arrays with directional pointers
    • More complex variant of the pattern

🎓 Learning Summary

Core Concepts Mastered:

  1. Floyd's Cycle Detection: The gold standard for O(1) space cycle detection
  2. Mathematical Problem Solving: Understanding the geometric/algebraic proof
  3. Two-Pointer Technique: Different pointer speeds for cycle problems
  4. Pointer Manipulation: Resetting and advancing pointers strategically

Common Pitfalls (You Avoided!):

  • ❌ Forgetting to reset slow pointer to head (you caught this in your post-mortem!)
  • ❌ Moving both pointers at same speed in detection phase
  • ❌ Not checking for fast.next before fast.next.next

Pattern Recognition:

When you see:

  • "Detect cycle" + "O(1) space" → Think Floyd's algorithm
  • "Find cycle start" → Remember the reset-and-advance trick
  • "Linked list with cycle" → Two pointers at different speeds

📝 Post-Mortem Review

Your POST_MORTEM_TEMPLATE.md is excellent! You correctly identified:

  • ✅ The key mistake: not resetting the slow pointer
  • ✅ Related problems using the same pattern
  • ✅ The mathematical insight behind the algorithm
  • ✅ Proper time/space complexity analysis

Suggestion for next time: In the post-mortem, consider adding the mathematical proof of why the algorithm works. It deepens understanding and helps with similar problems.


🎖️ Overall Assessment

Correctness: ⭐⭐⭐⭐⭐ Flawless implementation
Efficiency: ⭐⭐⭐⭐⭐ Optimal O(n) time, O(1) space
Code Quality: ⭐⭐⭐⭐☆ Clean and well-commented (minor enhancement possible)
Learning Value: ⭐⭐⭐⭐⭐ Excellent post-mortem and self-reflection

Great job implementing this challenging algorithm! Your post-mortem shows strong metacognitive awareness. The fact that you identified and fixed the pointer reset issue demonstrates excellent debugging skills.


| Branch: leetcode-01012026

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github-actions bot commented Jan 1, 2026

🧮 Solution Analysis

PR: LeetCode Linked List Cycle II Problem
Files Changed: 0142-linked-list-cycle-ii/linked-list-cycle-ii.ts leetcode/medium/0142-linked-list-cycle-ii/linked-list-cycle-ii.ts

📊 Code Quality Results

ESLint Analysis

🔍 Complexity Analysis

💡 Analysis Tips

  • Time Complexity: Focus on the dominant operation in loops
  • Space Complexity: Consider auxiliary data structures
  • Optimization: Look for opportunities to improve efficiency
  • Edge Cases: Ensure your solution handles empty inputs, null/undefined, edge conditions

📁 Analysis Files Created

Detailed analysis files have been automatically generated and committed to docs/analysis/ for future reference.

🎯 Next Steps

  1. Review any ESLint errors/warnings above
  2. Consider the complexity analysis - is this the optimal approach?
  3. Test with edge cases mentioned in the problem description
  4. Add comments explaining complex logic
  5. Check the docs/analysis/ directory for detailed complexity analysis files

Analysis generated for PR files only

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✅ Test Results

Tests have been executed for this pull request.

📊 Coverage Summary

Metric Coverage
Statements 93.54%
Branches 87.8%
Functions 82.35%
Lines 93.64%

Check the workflow logs for detailed test output.

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🤖 Gemini Code Review (Model: gemini-2.5-flash)

Here's a review of the provided solution for LeetCode problem 142, "Linked List Cycle II," using the established review structure:


1. Pattern Identification

This solution uses the Floyd's Tortoise and Hare algorithm, also known as the Fast and Slow Pointers pattern. This pattern is primarily used for:

  • Detecting cycles in linked lists.
  • Finding the starting point of a cycle.
  • Finding the length of a cycle.
  • Problems that can be rephrased as cycle detection (e.g., finding a duplicate number in an array).

2. Complexity Verification

  • Time Complexity: O(n)

    • Verification: The stated time complexity is accurate.
    • Explanation: The algorithm involves two phases. In the first phase, the fast and slow pointers traverse the list. In the worst case (no cycle or a very long list before the cycle), the fast pointer will reach the end of the list, traversing approximately N nodes. If a cycle exists, the fast and slow pointers will meet within the cycle. The distance covered by the fast pointer before they meet is at most 2N (it moves twice as fast as the slow pointer, and covers at most N nodes to reach the cycle entrance, then C nodes within the cycle, where C is the cycle length, C < N). The second phase, where slow is reset to head and both pointers move one step at a time until they meet, also traverses at most N nodes (specifically, a nodes to reach the cycle entrance, where a is the distance from head to cycle start). Therefore, the total time complexity is linear, O(N).
  • Space Complexity: O(1)

    • Verification: The stated space complexity is accurate.
    • Explanation: The solution only uses a few constant-space variables (slow, fast, head) to store pointers. It does not use any auxiliary data structures that grow with the input size, such as hash sets or arrays.

3. Key Insight

The key insight, or "aha!" moment, for solving "Linked List Cycle II" using Floyd's Tortoise and Hare algorithm is twofold:

  1. Cycle Detection: If a cycle exists in a linked list, a "fast" pointer moving at twice the speed of a "slow" pointer will eventually meet the slow pointer within the cycle. If there's no cycle, the fast pointer will reach null.
  2. Cycle Start Identification: Once the fast and slow pointers meet, if you reset one of the pointers (say, slow) back to the head of the list, and then move both slow and fast one step at a time, they will inevitably meet again. This second meeting point will be precisely the node where the cycle begins. This is because the distance from the head to the cycle start (a) is equal to the distance from the meeting point to the cycle start, when traversed appropriately. (Specifically, if a is the distance from head to cycle start, b is the distance from cycle start to meeting point, and c is the remaining cycle length from meeting point back to cycle start, then 2 * (a + b) = a + b + kC where C is cycle length and k is an integer. This simplifies to a + b = kC. From the meeting point, a steps will bring slow to the cycle start, and a steps will bring fast (which is b steps into the cycle) also to the cycle start, because a = kC - b. Since C = b + c, then a = k(b+c) - b. If k=1, a = c).

4. Edge Case Analysis

The current solution handles most edge cases correctly:

  • Empty list (head = null): The while (fast && fast.next) condition immediately evaluates to false, and the function correctly returns null.
  • Single node list, no cycle (head = [1], pos = -1): fast.next is null, loop doesn't run, returns null. Correct.
  • Single node list, cycle to itself (head = [1], pos = 0):
    • slow = 1, fast = 1.
    • while (fast && fast.next): fast.next is 1. fast.next.next is 1. Condition is true.
    • slow becomes 1.next (which is 1).
    • fast becomes 1.next.next (which is 1).
    • slow === fast (1 === 1) is true.
    • slow resets to head (which is 1).
    • while (slow !== fast): 1 !== 1 is false. Loop doesn't run.
    • Returns slow (the node 1). Correct.
  • List with no cycle: The fast pointer will eventually become null (or fast.next will be null), terminating the while loop. The function then correctly returns null.

The solution appears robust for all standard edge cases related to linked list cycles.

5. Learning Points

  • Similar problems using this pattern:

    • Linked List Cycle I (LeetCode 141): The exact same first phase of the algorithm is used to simply detect if a cycle exists.
    • Find the Duplicate Number (LeetCode 287): This problem can be cleverly rephrased as finding the start of a cycle in a linked list, where array indices are nodes and values are next pointers.
    • Happy Number (LeetCode 202): Numbers can enter a cycle (e.g., 4 -> 16 -> 37 -> 58 -> 89 -> 145 -> 42 -> 20 -> 4...). Cycle detection helps determine if a number is happy or stuck in a loop.
  • Common mistakes with this pattern:

    • Incorrect pointer movement: Moving slow and fast at the wrong speeds (e.g., slow by 2, fast by 1).
    • Missing null checks: Not adequately checking fast and fast.next before dereferencing, leading to TypeError for non-existent nodes.
    • Forgetting to reset a pointer: After detecting a cycle, failing to reset one pointer to head before the second phase of finding the cycle start.
    • Misunderstanding the meeting point logic: Not fully grasping why resetting and moving one step at a time leads to the cycle start.
  • Variations of this problem:

    • Length of the cycle: Once slow and fast meet, keep one pointer stationary and move the other until they meet again, counting the steps.
    • Node before cycle start: After finding the cycle start, traverse the list to find the node whose next pointer points to the cycle start.
    • Detecting cycle in other data structures: Applying the concept to arrays (as in "Find the Duplicate Number") or other implicit graph structures.

6. Code Quality

  • Variable Naming: Variable names head, slow, fast are standard and perfectly clear for this algorithm.
  • Code Structure and Readability:
    • The code is well-structured and easy to follow.
    • Comments like // tortoise, // hare, and // reset slow to proper starting position are helpful in explaining the phases of the algorithm.
    • The ListNode class definition is included, which is good for a self-contained module, though usually provided by LeetCode.
    • The export keyword is added, making it a module.
  • Minor Improvements:
    • The slow = slow!.next; and fast = fast!.next; lines within the second while loop use non-null assertion operators (!). While correct here because the logic guarantees they won't be null (they will meet before becoming null), it can sometimes mask potential null issues in more complex scenarios. For this specific problem, it's acceptable.
    • It's good practice to declare slow and fast with let as they are reassigned, which is done correctly.

7. Alternative Approaches

  1. Using a Hash Set (or Set in JavaScript):

    • Approach: Iterate through the linked list. For each node, check if it's already in a hash set. If it is, that node is the start of the cycle. If not, add it to the set and continue. If null is reached, there's no cycle.
    • Trade-offs:
      • Pros: Conceptually simpler and often easier to implement quickly.
      • Cons:
        • Time Complexity: O(N) on average (hash set operations are O(1)).
        • Space Complexity: O(N) in the worst case, as the hash set might store all nodes if there's no cycle or a very long cycle. This violates the O(1) memory follow-up constraint.
  2. Modifying the Linked List (Destructive Approach):

    • Approach: Iterate through the linked list, and for each node visited, change its next pointer to null or point it to a dummy node. If you encounter a node whose next pointer has already been modified, you've found the cycle.
    • Trade-offs:
      • Pros: O(1) space complexity.
      • Cons:
        • Destructive: Modifies the original linked list, which is usually not allowed in coding challenges unless explicitly permitted.
        • Complexity: Can be tricky to implement correctly to ensure you return the start of the cycle and not just any node within it, without additional logic.

The chosen Floyd's Tortoise and Hare algorithm is the optimal and preferred solution due to its O(N) time and O(1) space complexity without modifying the input list.

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🤖 Gemini Code Review (Model: gemini-2.5-flash)

This is a well-implemented solution for a classic linked list problem! It correctly utilizes the optimal algorithm. Let's break down the review.


1. Pattern Identification

This solution uses the Floyd's Tortoise and Hare algorithm, which is a specialized application of the Two Pointers pattern. Specifically, it uses two pointers moving at different speeds to first detect a cycle, and then to locate the starting node of that cycle.

2. Complexity Verification

  • Stated Time Complexity: O(n)

    • Verification: Accurate.
    • Explanation: The algorithm involves two phases.
      1. Cycle Detection: The fast pointer moves twice as fast as the slow pointer. In the worst case (a list with a cycle involving all n nodes), the fast pointer will traverse the list at most twice before meeting the slow pointer. This phase takes O(N) time.
      2. Finding Cycle Start: After the pointers meet, one pointer is reset to the head, and both pointers move one step at a time. They are guaranteed to meet at the start of the cycle. This phase also takes O(N) time as each pointer traverses at most N nodes.
        Therefore, the total time complexity is O(N).
  • Stated Space Complexity: O(1)

    • Verification: Accurate.
    • Explanation: The solution only uses a few constant-space variables (slow, fast, head) to store pointers. It does not use any data structures that grow with the input size.

3. Key Insight

The key insight for solving "Linked List Cycle II" using O(1) space, after detecting a cycle with the Tortoise and Hare algorithm, lies in a mathematical property derived from their movement:

  1. Cycle Detection: If a cycle exists, the fast pointer (moving 2 steps at a time) and slow pointer (moving 1 step at a time) will eventually meet inside the cycle.
  2. Locating Cycle Start: Once slow and fast meet, let L be the distance from the head to the start of the cycle, and C be the length of the cycle. Let k be the distance from the cycle start to the meeting point (along the cycle).
    • When they meet, slow has traveled L + k steps.
    • fast has traveled L + k + m*C steps, where m is an integer representing how many additional full cycles fast has completed.
    • Since fast moves twice as fast as slow, we have 2 * (L + k) = L + k + m*C.
    • Simplifying this equation gives L + k = m*C.
    • Rearranging for L: L = m*C - k.
    • This can also be written as L = (m-1)*C + (C - k).
    • The term (C - k) represents the distance from the meeting point back to the cycle start, moving forward along the cycle.
    • Aha! Moment: This equation L = (m-1)*C + (C - k) implies that the distance from the head to the cycle start (L) is equivalent to the distance from the meeting point to the cycle start (moving C - k steps along the cycle).
    • Therefore, if one pointer is reset to the head and the other remains at the meeting point, and both then move one step at a time, they will meet precisely at the start of the cycle.

4. Edge Case Analysis

The current solution handles the following edge cases correctly:

  • Empty list (head = null): The while (fast && fast.next) loop condition immediately evaluates to false, and null is returned. Correct.
  • Single node, no cycle (head = [1], pos = -1): fast.next is null, so the loop doesn't run. null is returned. Correct.
  • Two nodes, no cycle (head = [1,2], pos = -1):
    • Initially slow = 1, fast = 1.
    • First iteration: slow = 2, fast = null (since 1.next.next is null).
    • The loop condition fast && fast.next becomes false. null is returned. Correct.
  • Single node, cycle to itself (head = [1], pos = 0):
    • Initially slow = 1, fast = 1.
    • First iteration: slow = 1.next (which is 1), fast = 1.next.next (which is 1).
    • slow === fast (both are 1) is true.
    • slow is reset to head (which is 1).
    • The inner while (slow !== fast) loop condition (1 !== 1) is false.
    • slow (which is 1, the cycle start) is returned. Correct.

All common edge cases seem to be handled correctly by the logic.

5. Learning Points

  • Similar problems using this pattern:
    • Linked List Cycle (Problem 141): The first part of this problem (detecting if a cycle exists) is identical to the first phase of "Linked List Cycle II".
    • Find the Duplicate Number (Problem 287): This problem can be modeled as finding the start of a cycle in a linked list, where array indices and values act as nodes and pointers.
    • Happy Number (Problem 202): Involves detecting a cycle in a sequence of numbers generated by a specific rule.
  • Common mistakes people make with this pattern:
    • Incorrect pointer initialization: Forgetting to initialize slow and fast correctly (e.g., fast = head.next which can lead to issues with single-node lists).
    • Incorrect speed difference: fast must move exactly twice as fast as slow. Any other ratio might not guarantee a meeting or complicate the math.
    • Forgetting the second phase: Many remember how to detect a cycle but forget or misunderstand the mathematical derivation to find the start of the cycle, often resorting to O(N) space solutions using a hash set.
    • Off-by-one errors in loop conditions: Especially when dealing with fast and fast.next, ensuring null checks are robust.
  • Variations of this problem:
    • Finding the length of the cycle: Once slow and fast meet, you can keep one pointer fixed and move the other around the cycle, counting steps until they meet again.
    • Finding the node before the cycle starts: A slight modification or a step after finding the cycle start.

6. Code Quality

The code is clean, well-structured, and follows good practices.

  • Variable Naming: slow and fast are standard and descriptive for the Tortoise and Hare algorithm. head is also standard.
  • Code Structure: The logic is clearly divided into the cycle detection phase and the cycle start finding phase. Comments are helpful.
  • Readability: The code is easy to follow.
  • TypeScript Specifics:
    • The ListNode class definition is appropriate.
    • You've used non-null assertions (!) in slow = slow!.next and fast = fast!.next. While technically safe due to the preceding while loop conditions (which ensure fast and fast.next are not null, implying slow and fast are also not null when their .next property is accessed), they can sometimes obscure the reasoning for null-safety.
      • In the first while (fast && fast.next) loop, if fast and fast.next are non-null, then slow (which started as head and moves one step at a time) will also be a non-null ListNode before its next is accessed. So slow.next is safe without !.
      • Similarly, in the second while (slow !== fast) loop, both slow and fast are guaranteed to be non-null ListNodes within the cycle until they meet. So slow.next and fast.next are safe without !.
      • Suggestion: You can remove the ! assertions for slow.next and fast.next for slightly cleaner code, as TypeScript's control flow analysis should be able to infer their non-nullability within these specific contexts.
// Original
slow = slow!.next;
fast = fast.next.next; // fast.next is already checked by while condition, but fast.next.next might be null if fast.next is the last node before fast becomes null
// Updated, if fast.next.next is potentially null, then fast.next.next should be handled gracefully.
// However, the `while (fast && fast.next)` condition ensures fast.next is not null.
// If fast.next is a valid node, fast.next.next could still be null if fast.next is the tail.
// Let's re-verify the original code's safety:
// `while (fast && fast.next)`:
//   If fast is X and fast.next is Y:
//     slow = slow.next (safe)
//     fast = fast.next.next (safe to access fast.next, then safe to access its .next)
//   If fast.next is the tail and its .next is null, then fast becomes null, and the loop terminates.
// The original code is correct and safe without the `!`.

// Proposed change for cleaner code:
export function detectCycle(head: ListNode | null): ListNode | null {
  let slow = head;
  let fast = head;

  while (fast && fast.next) { // This condition ensures fast and fast.next are not null
    slow = slow!.next; // Here slow is guaranteed to be a ListNode, so slow.next is safe
    fast = fast.next.next; // Here fast.next is guaranteed to be a ListNode, so fast.next.next is safe to access
    
    if (slow === fast) {
      slow = head;
      while (slow !== fast) {
        slow = slow!.next; // Here slow is guaranteed to be a ListNode, so slow.next is safe
        fast = fast!.next; // Here fast is guaranteed to be a ListNode, so fast.next is safe
      }
      return slow;
    }
  }
  return null;
}

Correction: My initial thought process for slow!.next was slightly off. If head is null or a single node, slow will never be null before slow.next is accessed in the first loop. slow only becomes null after slow.next is accessed and slow.next itself was null. However, the while (fast && fast.next) condition ensures that there are always at least two nodes for fast to advance, which means slow will always be a valid ListNode when slow.next is accessed. So, yes, the ! assertions are indeed redundant and can be removed.

7. Alternative Approaches

  1. Using a Hash Set (or Set in JavaScript):
    • Approach: Iterate through the linked list, adding each node encountered to a Set. If you try to add a node that is already in the Set, then that node is the starting point of the cycle.
    • Trade-offs:
      • Pros: Simpler to understand and implement for many.
      • Cons:
        • Time Complexity: O(N) because each node is visited and added to the set once. Set operations (add, check existence) are average O(1).
        • Space Complexity: O(N) in the worst case (if all nodes are unique and form a cycle, or if there's no cycle, all nodes are stored). This violates the O(1) memory follow-up constraint.

This solution is generally preferred due to its optimal space complexity.

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Pull request overview

This PR adds a solution for LeetCode problem #142 "Linked List Cycle II" (Medium difficulty) and reorganizes the solution files from the root directory into the proper leetcode/medium/ directory structure. The solution implements Floyd's Tortoise and Hare algorithm to detect cycles in O(n) time with O(1) space complexity.

Key Changes

  • Implements Floyd's cycle detection algorithm with proper TypeScript types and exports
  • Adds comprehensive problem documentation and post-mortem analysis
  • Updates repository problem counts (167→168 total, 73→74 medium problems)

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File Description
leetcode/medium/0142-linked-list-cycle-ii/linked-list-cycle-ii.ts New TypeScript solution implementing Floyd's Tortoise and Hare algorithm with ListNode class definition and detectCycle function
leetcode/medium/0142-linked-list-cycle-ii/README.md Problem description with examples, constraints, and follow-up question from LeetCode
leetcode/medium/0142-linked-list-cycle-ii/POST_MORTEM_TEMPLATE.md Detailed post-mortem documentation covering solution approach, pattern recognition, and learning takeaways
README.md Updated problem counts and added link to new problem in the Medium Linked Lists section
0142-linked-list-cycle-ii/linked-list-cycle-ii.ts Removed file (relocated to proper directory structure)
0142-linked-list-cycle-ii/README.md Removed file (relocated to proper directory structure)

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🧹 Nitpick comments (1)
leetcode/medium/0142-linked-list-cycle-ii/POST_MORTEM_TEMPLATE.md (1)

1-113: Post-mortem template is comprehensive and well-organized.

The template captures the complete problem-solving retrospective with sections for time tracking, solution exploration, pattern recognition, edge case analysis, mistake documentation, and self-assessment. The included content demonstrates genuine reflection (e.g., documenting the pointer-reset mistake at line 85) and knowledge consolidation (e.g., related problems at lines 59–60, cheat sheet entry at line 103).

However, consider whether problem-specific content (dates, links, concrete examples) should be moved to a generic template file for future reuse, with this instance as an example. The current approach is fine for one-off documentation but may limit applicability across the repository.

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Review profile: CHILL

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📒 Files selected for processing (6)
  • 0142-linked-list-cycle-ii/README.md
  • 0142-linked-list-cycle-ii/linked-list-cycle-ii.ts
  • README.md
  • leetcode/medium/0142-linked-list-cycle-ii/POST_MORTEM_TEMPLATE.md
  • leetcode/medium/0142-linked-list-cycle-ii/README.md
  • leetcode/medium/0142-linked-list-cycle-ii/linked-list-cycle-ii.ts
💤 Files with no reviewable changes (2)
  • 0142-linked-list-cycle-ii/README.md
  • 0142-linked-list-cycle-ii/linked-list-cycle-ii.ts
🧰 Additional context used
📓 Path-based instructions (12)
leetcode/**/README.md

📄 CodeRabbit inference engine (.github/copilot-instructions.md)

Problem README files should include: problem title with difficulty badge, problem description, examples with inputs and outputs, and constraints

Keep README files up to date with problem counts and organization

Files:

  • leetcode/medium/0142-linked-list-cycle-ii/README.md
leetcode/**

📄 CodeRabbit inference engine (.github/copilot-instructions.md)

Don't require tests for all LeetCode solutions (validated on platform)

Files:

  • leetcode/medium/0142-linked-list-cycle-ii/README.md
  • leetcode/medium/0142-linked-list-cycle-ii/linked-list-cycle-ii.ts
  • leetcode/medium/0142-linked-list-cycle-ii/POST_MORTEM_TEMPLATE.md
**/README.md

📄 CodeRabbit inference engine (CLAUDE.md)

Include problem title and difficulty badge, link to the problem on the respective platform (LeetCode, GreatFrontEnd, etc.), problem description, examples and constraints

Files:

  • leetcode/medium/0142-linked-list-cycle-ii/README.md
  • README.md
**/*.ts

📄 CodeRabbit inference engine (.github/copilot-instructions.md)

**/*.ts: Use explicit type annotations for function parameters and return types
Follow strict TypeScript configuration (defined in tsconfig.json)
Target ES2020 with CommonJS modules
Strict mode enabled with ES2020 target and CommonJS modules for TypeScript

**/*.ts: Use explicit type annotations for function parameters and return types in TypeScript solutions
Follow strict TypeScript configuration with ES2020 target and CommonJS modules
Avoid any type unless absolutely necessary in TypeScript solutions
Use interfaces for object types in TypeScript solutions

Files:

  • leetcode/medium/0142-linked-list-cycle-ii/linked-list-cycle-ii.ts
**/*.{ts,js}

📄 CodeRabbit inference engine (.github/copilot-instructions.md)

**/*.{ts,js}: Test complex algorithms with helper functions, data structure implementations, solutions with multiple edge cases, GreatFrontEnd API implementations, and reusable utility functions
Use descriptive variable names (single letters like i, j, k are acceptable for loop iterators and standard mathematical contexts)
Don't use deprecated JavaScript features

Files:

  • leetcode/medium/0142-linked-list-cycle-ii/linked-list-cycle-ii.ts
**/*-*.{ts,js,md}

📄 CodeRabbit inference engine (.github/copilot-instructions.md)

Use kebab-case for file names matching problem names

Files:

  • leetcode/medium/0142-linked-list-cycle-ii/linked-list-cycle-ii.ts
leetcode/**/*.{ts,js}

📄 CodeRabbit inference engine (.github/copilot-instructions.md)

Don't deviate from LeetCode's expected function signatures

Files:

  • leetcode/medium/0142-linked-list-cycle-ii/linked-list-cycle-ii.ts
**/*.{js,ts}

📄 CodeRabbit inference engine (CLAUDE.md)

**/*.{js,ts}: Verify the solution correctly solves the problem for all test cases, including edge cases: empty arrays, single elements, negative numbers, null values
Document and verify time and space complexity using Big O notation, typically in code comments or docs/analysis/ files
Use clear, descriptive variable names (not just i, j, k unless in simple loops) and add comments for non-obvious logic or algorithm steps
Use const by default, let only when reassignment is needed; avoid var except for LeetCode solution function definitions
Use strict equality (===) over loose equality (==)
Use modern ES6+ syntax (arrow functions, destructuring, spread operators) where appropriate and prefer built-in methods (.map(), .filter(), .reduce())

**/*.{js,ts}: Use const by default, let only when reassignment is needed in JavaScript/TypeScript
Use strict equality (===) over loose equality (==) in JavaScript/TypeScript
Use descriptive variable names; single letters like i, j, k acceptable only for standard loop contexts
Prefer built-in array methods (.map(), .filter(), .reduce()) in JavaScript/TypeScript
Fix ESLint errors with npm run quality:fix and ensure proper code formatting with Prettier

Files:

  • leetcode/medium/0142-linked-list-cycle-ii/linked-list-cycle-ii.ts
leetcode/**/*.{js,ts}

📄 CodeRabbit inference engine (AGENTS.md)

leetcode/**/*.{js,ts}: Keep LeetCode solutions concise and focused on the algorithm
Always document both time and space complexity in Big O notation with clear reasoning
Explain WHY the complexity is what it is, including amortized analysis when applicable
Document the algorithmic pattern used in solution code comments
Include examples in comments for complex algorithms in solution files
Review complexity analysis reports for algorithm files after running quality checks
Test edge cases if adding or modifying solution code
Do not add unnecessary dependencies or imports to solutions
Do not over-engineer simple solutions
Do not ignore time/space complexity considerations in code reviews
Do not deviate from LeetCode's expected function signatures in solution files

Files:

  • leetcode/medium/0142-linked-list-cycle-ii/linked-list-cycle-ii.ts
leetcode/**/*-*.{js,ts}

📄 CodeRabbit inference engine (AGENTS.md)

Solution files should use kebab-case naming: {problem-name}.{js|ts}

Files:

  • leetcode/medium/0142-linked-list-cycle-ii/linked-list-cycle-ii.ts
leetcode/**/*.ts

📄 CodeRabbit inference engine (AGENTS.md)

Use TypeScript type annotations for all parameters and return types with complexity analysis in code comments

Files:

  • leetcode/medium/0142-linked-list-cycle-ii/linked-list-cycle-ii.ts
README.md

📄 CodeRabbit inference engine (AGENTS.md)

Update README.md when adding new solutions

Files:

  • README.md
🧠 Learnings (9)
📓 Common learnings
Learnt from: CR
Repo: pertrai1/coding-challenges PR: 0
File: AGENTS.md:0-0
Timestamp: 2025-12-30T13:41:58.608Z
Learning: Applies to leetcode/**/README.md : Keep README files up to date with problem counts and organization
Learnt from: CR
Repo: pertrai1/coding-challenges PR: 0
File: AGENTS.md:0-0
Timestamp: 2025-12-30T13:41:58.608Z
Learning: Applies to leetcode/*/*/ : Ensure problems are in correct difficulty folders (easy, medium, hard) in the LeetCode directory
Learnt from: CR
Repo: pertrai1/coding-challenges PR: 0
File: .github/copilot-instructions.md:0-0
Timestamp: 2025-12-30T13:41:07.646Z
Learning: Applies to leetcode/**/README.md : Problem README files should include: problem title with difficulty badge, problem description, examples with inputs and outputs, and constraints
Learnt from: CR
Repo: pertrai1/coding-challenges PR: 0
File: AGENTS.md:0-0
Timestamp: 2025-12-30T13:41:58.608Z
Learning: Applies to leetcode/**/[0-9][0-9][0-9][0-9]-* : Problem solution folders should follow naming convention: `{difficulty}/{4-digit-number}-{problem-name}` in kebab-case
📚 Learning: 2025-12-30T13:41:58.608Z
Learnt from: CR
Repo: pertrai1/coding-challenges PR: 0
File: AGENTS.md:0-0
Timestamp: 2025-12-30T13:41:58.608Z
Learning: Applies to leetcode/**/README.md : Keep README files up to date with problem counts and organization

Applied to files:

  • leetcode/medium/0142-linked-list-cycle-ii/README.md
  • README.md
📚 Learning: 2025-12-30T13:41:07.646Z
Learnt from: CR
Repo: pertrai1/coding-challenges PR: 0
File: .github/copilot-instructions.md:0-0
Timestamp: 2025-12-30T13:41:07.646Z
Learning: Applies to leetcode/**/README.md : Problem README files should include: problem title with difficulty badge, problem description, examples with inputs and outputs, and constraints

Applied to files:

  • leetcode/medium/0142-linked-list-cycle-ii/README.md
📚 Learning: 2025-12-30T13:41:58.608Z
Learnt from: CR
Repo: pertrai1/coding-challenges PR: 0
File: AGENTS.md:0-0
Timestamp: 2025-12-30T13:41:58.608Z
Learning: Applies to leetcode/**/*.js : Add JSDoc comments explaining key logic and decisions in JavaScript solution files

Applied to files:

  • leetcode/medium/0142-linked-list-cycle-ii/README.md
📚 Learning: 2025-12-30T13:41:24.633Z
Learnt from: CR
Repo: pertrai1/coding-challenges PR: 0
File: CLAUDE.md:0-0
Timestamp: 2025-12-30T13:41:24.633Z
Learning: Applies to **/README.md : Include problem title and difficulty badge, link to the problem on the respective platform (LeetCode, GreatFrontEnd, etc.), problem description, examples and constraints

Applied to files:

  • README.md
📚 Learning: 2025-12-30T13:41:58.608Z
Learnt from: CR
Repo: pertrai1/coding-challenges PR: 0
File: AGENTS.md:0-0
Timestamp: 2025-12-30T13:41:58.608Z
Learning: Do not require tests for all LeetCode solutions (validated on platform)

Applied to files:

  • README.md
📚 Learning: 2025-12-30T13:41:07.646Z
Learnt from: CR
Repo: pertrai1/coding-challenges PR: 0
File: .github/copilot-instructions.md:0-0
Timestamp: 2025-12-30T13:41:07.646Z
Learning: Applies to leetcode/** : Don't require tests for all LeetCode solutions (validated on platform)

Applied to files:

  • README.md
📚 Learning: 2025-12-30T13:41:58.608Z
Learnt from: CR
Repo: pertrai1/coding-challenges PR: 0
File: AGENTS.md:0-0
Timestamp: 2025-12-30T13:41:58.608Z
Learning: Applies to leetcode/*/*/ : Ensure problems are in correct difficulty folders (easy, medium, hard) in the LeetCode directory

Applied to files:

  • README.md
📚 Learning: 2025-12-30T13:41:58.608Z
Learnt from: CR
Repo: pertrai1/coding-challenges PR: 0
File: AGENTS.md:0-0
Timestamp: 2025-12-30T13:41:58.608Z
Learning: Applies to docs/**/*analysis.md : Add badges for difficulty levels in problem documentation: `![Easy](https://img.shields.io/badge/Easy-green)`

Applied to files:

  • README.md
🪛 LanguageTool
leetcode/medium/0142-linked-list-cycle-ii/README.md

[grammar] ~45-~45: Use a hyphen to join words.
Context: ...d index** in the linked-list. ## Follow up Can you solve it using O(1) (i.e. ...

(QB_NEW_EN_HYPHEN)

⏰ Context from checks skipped due to timeout of 90000ms. You can increase the timeout in your CodeRabbit configuration to a maximum of 15 minutes (900000ms). (1)
  • GitHub Check: review
🔇 Additional comments (2)
leetcode/medium/0142-linked-list-cycle-ii/README.md (1)

1-47: Documentation is well-structured and complete.

The README includes the problem title with difficulty badge, clear problem description, three illustrative examples with visual diagrams and explanations, comprehensive constraints, and a follow-up question to encourage optimization thinking. This fully aligns with the documentation guidelines and provides learners with a solid reference.

README.md (1)

9-9: Problem entry and counts updated correctly.

The LeetCode solved count (168), Medium count (74), section header, and new problem entry under Linked List are all properly synchronized and consistently formatted. The problem entry follows the established pattern with proper link path and difficulty badge.

Also applies to: 21-21, 185-185, 217-217

@pertrai1 pertrai1 merged commit 215c81f into main Jan 2, 2026
16 of 17 checks passed
@pertrai1 pertrai1 deleted the leetcode-01012026 branch January 2, 2026 01:50
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github-actions bot commented Jan 2, 2026

📅 Spaced Repetition Reviews Scheduled!

Great job solving #142 - Linked List Cycle Ii! 🎉

To help you retain this knowledge long-term, I've scheduled 5 review sessions using spaced repetition:

Review Interval Schedule Logic
1st Review 1 day after solving Scheduled now
2nd Review 3 days after 1st review Auto-scheduled when 1st completes
3rd Review 7 days after 2nd review Auto-scheduled when 2nd completes
4th Review 14 days after 3rd review Auto-scheduled when 3rd completes
5th Review 30 days after 4th review Auto-scheduled when 4th completes

What to expect:

  • Your 1st review is scheduled for tomorrow
  • Each subsequent review is scheduled automatically when you complete the previous one
  • This ensures proper spacing even if you complete a review a few days late
  • GitHub issues will be created automatically for each review
  • Each issue will link back to your solution

🧠 Why Spaced Repetition?

Research shows that reviewing material at increasing intervals dramatically improves retention. This adaptive scheduling ensures optimal spacing based on when you actually complete each review!

Check docs/reviews/review-schedule.json to see your review schedule.

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