articles
Convergence of dynamical zeta functions
false
2019-04-11T01:03
http://link.springer.com/10.1007/BF01026559
967-995
1990-03
research_article
I study poles and zeros of zeta functions in one-dimensional maps. Numerical and analytical arguments are given to show that the first pole of one such zeta function is given by the first zero ofanother zeta function: this describes convergence of the calculations of the first zero, which is generally the physically interesting quantity. Some remarks on how these results should generalize to zeta functions of dynamical systems with “pruned” symbolic dynamics and in higher dimensions follow.
https://scigraph.springernature.com/explorer/license/
1990-03-01
en
dimensions_id
pub.1004805653
5-6
Pure Mathematics
Mathematical Sciences
University of Gothenburg
Institute of Theoretical Physics, Chalmers University of Technology and University of Göteborg, 41296, Göteborg, Sweden
1572-9613
Journal of Statistical Physics
0022-4715
readcube_id
16e5ec3afb497ac873f9099ee99e6c628abca5b06c9703abb01ac3b3621d31cf
Aurell
Erik
58
doi
10.1007/bf01026559
Springer Nature - SN SciGraph project