Our aim is to find a way to prove recursive algorithms correct with means of automated first-order theorem proving. To do this, we were looking at the functional implementation of the QuickSort algorithm.

Induction is a powerful technique in the world of formal logic and automated theorem proving. It enables us to prove properties about recursive functions, inductive data structures, and various mathematical statements. In this article, we'll explore ...

QuickSort is well-known example for making the case of recursion. Recursion is necessary in the QuickSort algorithm because QuickSort relies on a divide-and-conquer strategy to sort a list of items efficiently. Recursion is a natural way to express t...

QuickSort, one of the most popular and efficient sorting algorithms, is widely used in computer science and beyond. But what goes on under the hood to ensure it sorts a list of items correctly? How do we know that QuickSort does its job without error...

We are happy to announce that recent efforts in the RAPID verification framework have been peer-reviewed and accepted to be published in leading conference venues.