Nondegenerate š¯‘˛-biresolving textile systems and expansive automorphisms of onesided full shifts
Masakazu Nasu Ā· Transactions of the American Mathematical Society Ā· 2005
We study nondegenerate, q q -biresolving textile systems and using properties of them, we prove a conjecture of Boyle and Maass on arithmetic constraints for expansive automorphisms of onesided full shifts and positively expansive endomorphisms of mixing topological Markov shifts. A similar result is also obtained for expansive leftmost-permutive endomorphisms of onesided full shifts.