We discuss a mechanized correctness proof in KeY of Counting sort and Radix sort. Counting sort is an unusual sorting algorithm in the sense that it is based on arithmetic rather than comparisons. Radix sort is tailored to sorting arrays of large numbers. It uses an auxiliary sorting algorithm, such as Counting sort, to sort the digits of the large numbers one-by-one. The correctness of Radix sort requires the stability of the auxiliary sorting algorithm. Stability here means that the order between different occurrences of the same number is preserved. The correctness proof of Counting sort includes a proof of its stability
Sorting algorithms put elements of a list into an order (e.g., numerical, alphabetical). Sorting is ...
Sorting algorithms put elements of a list into an order (e.g., numerical, alphabetical). Sorting is ...
We present and evaluate several new optimization and implementation techniques for string sorting. I...
We discuss a mechanized correctness proof in KeY of Counting sort and Radix sort. Counting sort is a...
We discuss a mechanized correctness proof in KeY of Counting sort and Radix sort. Counting sort is a...
Sorting is an important algorithmic task used in many applications. Two main aspects of sorting algo...
Sorting is an important algorithmic task used in many applications. Two main aspects of sorting algo...
We discuss a proof of the correctness of two sorting algorithms: Counting sort and Radix sort. The s...
We discuss a proof of the correctness of two sorting algorithms: Counting sort and Radix sort. The s...
textabstractSorting is an important algorithmic task used in many applications. Two main aspects of ...
htmlabstractWe discuss a proof of the correctness of two sorting algorithms: Counting sort and Radix...
Counting sort is a simple, stable and efficient sorting algorithm with linear running time, which is...
Radix sort is a classical algorithm to sort $N$ records with integer keys. The keys are represented ...
Almost all computers regularly sort data. Many different sort algorithms have therefore been propose...
Almost all computers regularly sort data. Many different sort algorithms have therefore been propose...
Sorting algorithms put elements of a list into an order (e.g., numerical, alphabetical). Sorting is ...
Sorting algorithms put elements of a list into an order (e.g., numerical, alphabetical). Sorting is ...
We present and evaluate several new optimization and implementation techniques for string sorting. I...
We discuss a mechanized correctness proof in KeY of Counting sort and Radix sort. Counting sort is a...
We discuss a mechanized correctness proof in KeY of Counting sort and Radix sort. Counting sort is a...
Sorting is an important algorithmic task used in many applications. Two main aspects of sorting algo...
Sorting is an important algorithmic task used in many applications. Two main aspects of sorting algo...
We discuss a proof of the correctness of two sorting algorithms: Counting sort and Radix sort. The s...
We discuss a proof of the correctness of two sorting algorithms: Counting sort and Radix sort. The s...
textabstractSorting is an important algorithmic task used in many applications. Two main aspects of ...
htmlabstractWe discuss a proof of the correctness of two sorting algorithms: Counting sort and Radix...
Counting sort is a simple, stable and efficient sorting algorithm with linear running time, which is...
Radix sort is a classical algorithm to sort $N$ records with integer keys. The keys are represented ...
Almost all computers regularly sort data. Many different sort algorithms have therefore been propose...
Almost all computers regularly sort data. Many different sort algorithms have therefore been propose...
Sorting algorithms put elements of a list into an order (e.g., numerical, alphabetical). Sorting is ...
Sorting algorithms put elements of a list into an order (e.g., numerical, alphabetical). Sorting is ...
We present and evaluate several new optimization and implementation techniques for string sorting. I...