The provided solution for the problem of traversing a matrix in a spiral order is well-detailed and comprehensive. Here’s a summary and analysis to ensure clarity:
Problem Statement Recap:
Given an m x n matrix, return all elements of the matrix in spiral order.
Solution Overview:
-
Initialization:
- Determine the total number of elements (
m * n) and initialize boundary pointers for top, bottom, left, and right.
- Determine the total number of elements (
-
Traversal Phases:
- Traverse the matrix layer by layer using four phases:
- Top Row: Move from left to right along the current top row.
- Right Column: Move from top to bottom along the current right column.
- Bottom Row: Move from right to left along the current bottom row.
- Left Column: Move from bottom to top along the current left column.
- Traverse the matrix layer by layer using four phases:
-
Boundary Adjustments:
- After completing each phase, adjust the boundary pointers inward (top++, right--, bottom--, left++) to process the next inner layer.
Detailed Steps:
- Check for Empty Matrix:
cpp
1if (!matrix.size()
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