How Radix Sort Achieves O(n) Time Complexity Without Comparisons
Radix Sort is a non-comparison-based sorting algorithm that achieves linear O(n) time complexity, making it faster than traditional sorting methods for suitable inputs. The algorithm works by distributing numbers into ten buckets — one for each possible digit value (0–9) — and repeatedly sorting from the least significant digit to the most significant digit. This least-to-most significant digit ordering is essential to ensure sorting stability and maintain correct results across cycles. To preserve stability, buckets are typically implemented as queues using a first-in, first-out approach, though reverse write-back with standard arrays is also an option. Despite its speed advantage, Radix Sort is best suited for numbers with a limited number of digits, which restricts its general-purpose applicability.
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