670 notes - Ohio State University
The Euclidean algorithm, applied to k and n, produces integers x and y for which kx + ny = 1. In (Z/nZ) the class of x is the inverse of the class of k. Example: See handout. What is the order of (Z/nZ) ? It is (n) = the number of pos. integers ≤ n which are relatively prime to n. ................
................
To fulfill the demand for quickly locating and searching documents.
It is intelligent file search solution for home and business.
Related download
- 670 notes ohio state university
- section 1 rings and fields
- chapter 3 affine cipher ti89
- florida atlantic university
- part one florida atlantic university
- section 4 radford university
- proof that euclid s algorithm works
- gear freq using euclidean algorithm
- chris farley missouri state university
- four useful algorithms gcd subsets permutations and
Related searches
- ohio state university degrees
- ohio state university medical center
- ohio state university holiday
- ohio state university calendar
- ohio state university academic calendar 2018
- ohio state university academic calendar
- ohio state university jobs
- ohio state university campus jobs
- ohio state university holiday calendar
- ohio state university financial statements
- the ohio state university wexner medical center
- ohio state university calendar 2020