About this document
Non-Consecutive Farey Fraction Pairs by hanifalisohag is a document available to read on EtoBox.
The document discusses Farey sequences, which are sequences of completely reduced fractions between 0 and 1 arranged in ascending order based on their denominators. For a given value of n, the task is to count the number of pairs of non-consecutive fractions in the Farey sequence Fn where the fractions satisfy the property that their cross-multiplication difference is 1. The input file contains values of n and the program outputs the number of desired fraction pairs for each n value.
- Author
- hanifalisohag
- Language
- EN