RadixSort algorithm efficiently organizes numeric data by sorting from the least significant to the most significant digit. This approach works well for both integer and float data types. The time complexity of RadixSort is O(n * k), where 'n' is the number of elements and 'k' represents the maximum number of bytes in the elements. The method iterates over each byte position to sort the data accordingly.
In conjunction with MQL, a highly-optimized LSD RadixSort implementation is available, leveraging radix 256 (8-bits). This version is capable of handling large arrays with millions of numbers efficiently. Stemming from Pierre Terdiman's work, it incorporates various optimizations for enhanced performance, attaining speeds of 3-10 times faster than MQL's native ArraySort() function.
This implementation accepts arrays of different types but sorts them b...
#MQL5#MT5#Algorithm#Sortingmql5.com/en/code/38763?utm_s…
#CodeSmell 32: Polymorphic Shame
Methods that do the same thing but have different signatures for what they do
ej: listSort() vs arraySort()
Problems:
-Ifs/cases/switchs
-Violate Open/Closed Principle
Solutions:
-rename them to sort() if possible
-change language (if not)