The $k$-orbit theory and polycirculant conjecture
Abstract
Description
The paper contains a proof of the conjecture of M. Klin and D. Maru$\breve{\rm s}$i$\breve{\rm c}$ that an automorphism group of a transitive graph contains a permutation, decomposed in cycles of the same length. The proof is based on the $k$-orbit theory developed by author.
Key words: $k$-orbits, partitions, permutations, symmetry, groups
7 pages, Latex2e
7 pages, Latex2e