In this paper we give a full asymptotic expansion for the number of closed geodesics in homology classes. Especially, we obtain formulae about the coefficients of error terms which depend on the homology class
We prove prime geodesic theorems counting primitive closed geodesics on a compact hyperbolic 3-manif...
We construct products on the homology of quotients by finite group actions of the free loop space ΛM...
We prove polynomial decay of correlations for geodesic flows on a class of nonpositively curved surf...
0. Introduction. Let M be a compact Riemannian manifold of negative curva-ture. It is well known tha...
On a surface with a Finsler metric, we investigate the asymptotic growth of the number of closed ge...
In the study of surfaces and closed geodesics an important characteristic is the topological entropy...
In this article, we consider a compact symmetric space $M$ of higher rank. Let $P(t)$ be the set of ...
We obtain equidistribution results for the holonomies of periodic orbits of Anosov flows lying in a ...
AbstractThe closed geodesic problem has been solved by many authors under additional hypothesis. In ...
this paper we shall consider error terms in estimates for the number of closed orbits for a large cl...
In this paper, we study the distribution of closed geodesics on a compact negatively curved manifold...
We prove lower bounds on the growth of certain filtered Hopf algebras by means of a Poincaré-Birkhof...
In this paper, we study the distribution of closed geodesics on a compact negatively curved manifold...
We study the volume growth function of geodesic spheres in the universal Riemannian covering of a co...
We prove that the geodesic flow of a Kupka-Smale riemannian metric on a closed surface has homoclini...
We prove prime geodesic theorems counting primitive closed geodesics on a compact hyperbolic 3-manif...
We construct products on the homology of quotients by finite group actions of the free loop space ΛM...
We prove polynomial decay of correlations for geodesic flows on a class of nonpositively curved surf...
0. Introduction. Let M be a compact Riemannian manifold of negative curva-ture. It is well known tha...
On a surface with a Finsler metric, we investigate the asymptotic growth of the number of closed ge...
In the study of surfaces and closed geodesics an important characteristic is the topological entropy...
In this article, we consider a compact symmetric space $M$ of higher rank. Let $P(t)$ be the set of ...
We obtain equidistribution results for the holonomies of periodic orbits of Anosov flows lying in a ...
AbstractThe closed geodesic problem has been solved by many authors under additional hypothesis. In ...
this paper we shall consider error terms in estimates for the number of closed orbits for a large cl...
In this paper, we study the distribution of closed geodesics on a compact negatively curved manifold...
We prove lower bounds on the growth of certain filtered Hopf algebras by means of a Poincaré-Birkhof...
In this paper, we study the distribution of closed geodesics on a compact negatively curved manifold...
We study the volume growth function of geodesic spheres in the universal Riemannian covering of a co...
We prove that the geodesic flow of a Kupka-Smale riemannian metric on a closed surface has homoclini...
We prove prime geodesic theorems counting primitive closed geodesics on a compact hyperbolic 3-manif...
We construct products on the homology of quotients by finite group actions of the free loop space ΛM...
We prove polynomial decay of correlations for geodesic flows on a class of nonpositively curved surf...
DOI
Add to ORKG