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- Ruelle_zeta_function abstract "In mathematics, the Ruelle zeta function is a zeta function associated with a dynamical system.Let f be a function defined on a manifold M, such that the set of fixed points Fix(f n) is finite for all n > 1. Further let φ be a function on M with values in d × d complex matrices. The zeta function of the first kind isIn the special case d = 1, φ = 1, we havewhich is the Artin–Mazur zeta function.The Ihara zeta function is an example of a Ruelle zeta function.".
- Ruelle_zeta_function wikiPageID "37041839".
- Ruelle_zeta_function wikiPageRevisionID "597358824".
- Ruelle_zeta_function hasPhotoCollection Ruelle_zeta_function.
- Ruelle_zeta_function subject Category:Zeta_and_L-functions.
- Ruelle_zeta_function comment "In mathematics, the Ruelle zeta function is a zeta function associated with a dynamical system.Let f be a function defined on a manifold M, such that the set of fixed points Fix(f n) is finite for all n > 1. Further let φ be a function on M with values in d × d complex matrices. The zeta function of the first kind isIn the special case d = 1, φ = 1, we havewhich is the Artin–Mazur zeta function.The Ihara zeta function is an example of a Ruelle zeta function.".
- Ruelle_zeta_function label "Ruelle zeta function".
- Ruelle_zeta_function sameAs m.0n45g2_.
- Ruelle_zeta_function sameAs Q7377817.
- Ruelle_zeta_function sameAs Q7377817.
- Ruelle_zeta_function wasDerivedFrom Ruelle_zeta_function?oldid=597358824.
- Ruelle_zeta_function isPrimaryTopicOf Ruelle_zeta_function.