One of the unfulfilled aims of the authors of the preceding paper [W. Parry and M. Pollicott. An analogue of Bauer’s theorem for closed orbits of skew products. Ergod. Th. & Dynam. Sys. 28 (2008), 535–546] was to find a dynamical analogue of Artin reciprocity. In this addendum, we present one such version, suggested by work of Sunada
In this dissertation, Cohn's methods for constructing skew fields from firs are extended to methods ...
We reformulate Hecke\u27s open problem of 1923, regarding the Fourier-analytic proof of higher recip...
It should be one of the most interesting themes of algebraic number theory to make clear the mutual ...
In this article we prove an analogue of Bauer’s theorem from algebraic number theory in the context ...
This paper is made available online in accordance with publisher policies. Please scroll down to vie...
In the last article of this series (see [10]) we will first explain how Artin’s reci-procity law for...
We compare two associative algebras which encode the "quantum topology" of Legendrian curves in cont...
The product formula for evaluating products of skew polynomials is used to construct a class of ring...
We prove cancellation theorems for reciprocity sheaves and cube-invariant modulus sheaves with trans...
We study a dynamical system induced by the Artin reciprocity map for a global field. We translate th...
Katznelson's Question is a long-standing open question concerning recurrence in topological dynamics...
AbstractThe ‘Congruence Conjecture’ was developed by the second author in a previous paper [So3]. It...
We give a proof of quadratic reciprocity, based on the arithmetic of conics. The proof works in all ...
We use non-abelian fundamental groups to define a sequence of higher reciprocity maps on the adelic ...
Let φ: X → X be a hyperbolic dynamical system and, for a finite G, let �φ: � X → � X be a G-extens...
In this dissertation, Cohn's methods for constructing skew fields from firs are extended to methods ...
We reformulate Hecke\u27s open problem of 1923, regarding the Fourier-analytic proof of higher recip...
It should be one of the most interesting themes of algebraic number theory to make clear the mutual ...
In this article we prove an analogue of Bauer’s theorem from algebraic number theory in the context ...
This paper is made available online in accordance with publisher policies. Please scroll down to vie...
In the last article of this series (see [10]) we will first explain how Artin’s reci-procity law for...
We compare two associative algebras which encode the "quantum topology" of Legendrian curves in cont...
The product formula for evaluating products of skew polynomials is used to construct a class of ring...
We prove cancellation theorems for reciprocity sheaves and cube-invariant modulus sheaves with trans...
We study a dynamical system induced by the Artin reciprocity map for a global field. We translate th...
Katznelson's Question is a long-standing open question concerning recurrence in topological dynamics...
AbstractThe ‘Congruence Conjecture’ was developed by the second author in a previous paper [So3]. It...
We give a proof of quadratic reciprocity, based on the arithmetic of conics. The proof works in all ...
We use non-abelian fundamental groups to define a sequence of higher reciprocity maps on the adelic ...
Let φ: X → X be a hyperbolic dynamical system and, for a finite G, let �φ: � X → � X be a G-extens...
In this dissertation, Cohn's methods for constructing skew fields from firs are extended to methods ...
We reformulate Hecke\u27s open problem of 1923, regarding the Fourier-analytic proof of higher recip...
It should be one of the most interesting themes of algebraic number theory to make clear the mutual ...