Highly Influenced

# Fixed Point Shifts of Inert Involutions

@inproceedings{Long2009FixedPS, title={Fixed Point Shifts of Inert Involutions}, author={Nicholas Long and Stephen F. Austin}, year={2009} }

- Published 2009

Given a mixing shift of finite type X , we consider which subshifts of finite type Y ⊂ X can be realized as the fixed point shift of an inert involution of X . We establish a condition on the periodic points of X and Y that is necessary for Y to be the fixed point shift of an inert involution of X . We show that this condition is sufficient to realize Y as the fixed point shift of an involution, up to shift equivalence on X , if X is a shift of finite type with Artin-Mazur zeta function… CONTINUE READING

#### From This Paper

##### Figures, tables, and topics from this paper.

1 Citations

22 References

Similar Papers