Spectral properties of the Ruelle operator on the Walters class over compact spaces
L Cioletti, EA Silva - Nonlinearity, 2016 - iopscience.iop.org
Abstract Recently the Ruelle–Perron–Frobenius theorem was proved for Hölder potentials
defined on the symbolic space $\Omega={{M}^{\mathbb {N}}} $, where (the alphabet) M is …
defined on the symbolic space $\Omega={{M}^{\mathbb {N}}} $, where (the alphabet) M is …
[PDF][PDF] Spectral Properties of the Ruelle Operator on the Walters Class over Compact Spaces
L Cioletti, EA Silva - 2016 - Citeseer
Abstract Recently the Ruelle-Perron-Fröbenius theorem was proved for Hölder potentials
defined on the symbolic space Ω= MN, where (the alphabet) M is any compact metric space …
defined on the symbolic space Ω= MN, where (the alphabet) M is any compact metric space …
[PDF][PDF] Spectral Properties of the Ruelle Operator on the Walters Class over Compact Spaces
L Cioletti, EA Silva - 2016 - mat.unb.br
Abstract Recently the Ruelle-Perron-Fröbenius theorem was proved for Hölder potentials
defined on the symbolic space Ω= MN, where (the alphabet) M is any compact metric space …
defined on the symbolic space Ω= MN, where (the alphabet) M is any compact metric space …
[PDF][PDF] Spectral Properties of the Ruelle Operator on the Walters Class over Compact Spaces
L Cioletti, EA Silva - 2016 - mat.unb.br
Abstract Recently the Ruelle-Perron-Fröbenius theorem was proved for Hölder potentials
defined on the symbolic space Ω= MN, where (the alphabet) M is any compact metric space …
defined on the symbolic space Ω= MN, where (the alphabet) M is any compact metric space …
Spectral Properties of the Ruelle Operator on the Walters Class over Compact Spaces
LM Cioletti, EA Silva - 2015 - scienceopen.com
Recently the Ruelle-Perron-Fr\" obenius theorem was proved for H\" older potentials defined
on the symbolic space $\Omega= M^{\mathbb {N}} $, where (the alphabet) $ M $ is any …
on the symbolic space $\Omega= M^{\mathbb {N}} $, where (the alphabet) $ M $ is any …
Spectral Properties of the Ruelle Operator on the Walters Class over Compact Spaces
L Cioletti, EA Silva - arXiv preprint arXiv:1511.01579, 2015 - arxiv.org
Recently the Ruelle-Perron-Fr\" obenius theorem was proved for H\" older potentials defined
on the symbolic space $\Omega= M^{\mathbb {N}} $, where (the alphabet) $ M $ is any …
on the symbolic space $\Omega= M^{\mathbb {N}} $, where (the alphabet) $ M $ is any …
Spectral properties of the Ruelle operator on the Walters class over compact spaces
L Cioletti, EA Silva - Nonlinearity (Print), 2016 - inis.iaea.org
[en] Recently the Ruelle–Perron–Frobenius theorem was proved for Hölder potentials
defined on the symbolic space Ω= MN, where (the alphabet) M is any compact metric space …
defined on the symbolic space Ω= MN, where (the alphabet) M is any compact metric space …
[PDF][PDF] Spectral Properties of the Ruelle Operator on the Walters Class over Compact Spaces
L Cioletti, EA Silva - 2016 - scholar.archive.org
Abstract Recently the Ruelle-Perron-Fröbenius theorem was proved for Hölder potentials
defined on the symbolic space Ω= MN, where (the alphabet) M is any compact metric space …
defined on the symbolic space Ω= MN, where (the alphabet) M is any compact metric space …
Spectral properties of the Ruelle operator on the Walters class over compact spaces
L Cioletti, EA Silva - Nonlinearity, 2016 - ui.adsabs.harvard.edu
Abstract Recently the Ruelle-Perron-Frobenius theorem was proved for Hölder potentials
defined on the symbolic space Ω={{M}{N}}, where (the alphabet) M is any compact metric …
defined on the symbolic space Ω={{M}{N}}, where (the alphabet) M is any compact metric …
[PDF][PDF] Spectral Properties of the Ruelle Operator on the Walters Class over Compact Spaces
L Cioletti, EA Silva - arXiv preprint arXiv:1511.01579, 2015 - researchgate.net
Abstract Recently the Ruelle-Perron-Fröbenius theorem was proved for Hölder potentials
defined on the symbolic space Ω= MN, where (the alphabet) M is any compact metric space …
defined on the symbolic space Ω= MN, where (the alphabet) M is any compact metric space …