Zeta-functions of renormalizable sub-Lorenz templates
arXiv:1003.4902 · doi:10.1016/j.chaos.2010.08.002
Abstract
We describe the Williams zeta functions and the twist zeta functions of sub-Lorenz templates generated by renormalizable Lorenz maps, in terms of the corresponding zeta-functions of the sub-Lorenz templates generated by the renormalized map and by the map that determines the renormalization type.