Convex Hamiltonians without conjugate points
G Contreras, R Iturriaga - Ergodic Theory and Dynamical Systems, 1999 - cambridge.org
We construct the Green bundles for an energy level without conjugate points of a convex
Hamiltonian. In this case we give a formula for the metric entropy of the Liouville measure …
Hamiltonian. In this case we give a formula for the metric entropy of the Liouville measure …
[PDF][PDF] CONVEX HAMILTONIANS WITHOUT CONJUGATE POINTS
G CONTRERAS, R ITURRIAGA - 1996 - Citeseer
Let M be a closed connected riemannian manifold and TM its cotangent bundle. By a convex
Hamiltonian on TM we shall mean a C3 function H: TM! R satisfying the following …
Hamiltonian on TM we shall mean a C3 function H: TM! R satisfying the following …
[引用][C] Convex Hamiltonians Without Conjugate Points
G Contreras, R Iturriaga - 1997 - cds.cern.ch
Convex Hamiltonians Without Conjugate Points - CERN Document Server CERN Accelerating
science Sign in Directory CERN Document Server Access articles, reports and multimedia …
science Sign in Directory CERN Document Server Access articles, reports and multimedia …
[PDF][PDF] CONVEX HAMILTONIANS WITHOUT CONJUGATE POINTS
G CONTRERAS, R ITURRIAGA - 1996 - academia.edu
Let M be a closed connected riemannian manifold and TM its cotangent bundle. By a convex
Hamiltonian on TM we shall mean a C3 function H: TM! R satisfying the following …
Hamiltonian on TM we shall mean a C3 function H: TM! R satisfying the following …
[引用][C] Convex Hamiltonians without conjugate points
R ITURRIAGA, G CONTRERAS - Ergodic theory and dynamical …, 1999 - dialnet.unirioja.es
[PDF][PDF] Convex Hamiltonians without conjugate points
G CONTRERAS, R ITURRIAGA - scholar.archive.org
We construct the Green bundles for an energy level without conjugate points of a convex
Hamiltonian. In this case we give a formula for the metric entropy of the Liouville measure …
Hamiltonian. In this case we give a formula for the metric entropy of the Liouville measure …
[PDF][PDF] Convex Hamiltonians without conjugate points
G CONTRERAS, R ITURRIAGA - cimat.mx
We construct the Green bundles for an energy level without conjugate points of a convex
Hamiltonian. In this case we give a formula for the metric entropy of the Liouville measure …
Hamiltonian. In this case we give a formula for the metric entropy of the Liouville measure …
Convex Hamiltonians without conjugate points.
G CONTRERAS, R ITURRIAGA - Ergodic Theory & …, 1999 - search.ebscohost.com
We construct the Green bundles for an energy level without conjugate points of a convex
Hamiltonian. In this case we give a formula for the metric entropy of the Liouville measure …
Hamiltonian. In this case we give a formula for the metric entropy of the Liouville measure …
[PDF][PDF] CONVEX HAMILTONIANS WITHOUT CONJUGATE POINTS
G CONTRERAS, R ITURRIAGA - 1996 - researchgate.net
Let M be a closed connected riemannian manifold and TM its cotangent bundle. By a convex
Hamiltonian on TM we shall mean a C3 function H: TM! R satisfying the following …
Hamiltonian on TM we shall mean a C3 function H: TM! R satisfying the following …
[PS][PS] CONVEX HAMILTONIANS WITHOUT CONJUGATE POINTS
G CONTRERAS, R ITURRIAGA - 1996 - kleine.mat.uniroma3.it
Let M be a closed connected riemannian manifold and TM its cotangent bundle. By a convex
Hamiltonian on TM we shall mean a C3 function H: TM! R satisfying the following …
Hamiltonian on TM we shall mean a C3 function H: TM! R satisfying the following …