Alexei Venkov

An application of Jacquet-Langlands correspondence to transfer operators for geodesic flows on Riemann surfaces

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@techreport{0f9d0850e16c11dd8fc3000ea68e967b,
title = "An application of Jacquet-Langlands correspondence to transfer operators for geodesic flows on Riemann surfaces",
abstract = "In the paper as a new application of the Jacquet-Langlands correspondence we connect the transfer operators for different cofinite Fuchsian groups by comparing the corresponding Selberg zeta functions.",
keywords = "math.DS, math.NT, 37C30, 11F72, 11F32",
author = "Arash Momeni and Alexei Venkov",
year = "2008",
language = "English",
publisher = "arXiv.org",
type = "WorkingPaper",
institution = "arXiv.org",

}

RIS

TY - UNPB

T1 - An application of Jacquet-Langlands correspondence to transfer operators for geodesic flows on Riemann surfaces

AU - Momeni, Arash

AU - Venkov, Alexei

PY - 2008

Y1 - 2008

N2 - In the paper as a new application of the Jacquet-Langlands correspondence we connect the transfer operators for different cofinite Fuchsian groups by comparing the corresponding Selberg zeta functions.

AB - In the paper as a new application of the Jacquet-Langlands correspondence we connect the transfer operators for different cofinite Fuchsian groups by comparing the corresponding Selberg zeta functions.

KW - math.DS

KW - math.NT

KW - 37C30, 11F72, 11F32

M3 - Working paper

BT - An application of Jacquet-Langlands correspondence to transfer operators for geodesic flows on Riemann surfaces

PB - arXiv.org

ER -