Add to ORKGThe introduction of a covariant derivative on the velocity phase space is needed for a global expression of Euler-Lagrange equations. The aim of this paper is to show how its torsion tensor turns out to be involved in such a version.Facultad de Ciencias Exacta
We present the effective field equations obtained from a generalized gravity action with Euler-Poinc...
AbstractWe present a simple method to calculate the Stokes matrix for the quantum cohomology of the ...
We prove Gronwall-type estimates for the distance of integral curves of smooth vector fields on a Ri...
AbstractRelative equilibria of symmetric Lagrangian systems correspond to critical points of a funct...
We introduce the notion of forward untangled Lagrangian representation of a measure-divergence vecto...
In this paper, the global existence of smooth solution and the long-time asymptotic stability of the...
In recent ten years, there has been much concentration and increased research activities on Hamilton...
We introduce an $\ell$-adic analogue of Gauss's hypergeometric function arising from the Galois acti...
summary:The oscillation of the solutions of linear parabolic differential equations with deviating a...
We consider a class of parabolic free boundary problems with heterogeneous coefficients including, f...
We give an overview of recent results obtained in joint works with Dubrovin and Guzzetti (Helix stru...
AbstractWe consider Euler equations for an homogeneous incompressible non viscous fluid inside a smo...
In this note, we prove the Morse index theorem for a geodesic connecting two submanifolds in a $C^7$...
The affine Lagrangian for linear electrodynamics, that has the form of the Maxwell Lagrangian in whi...
We apply 't Hooft's deterministic quantum mechanics approach to free vector bosons in three dimensio...
We present the effective field equations obtained from a generalized gravity action with Euler-Poinc...
AbstractWe present a simple method to calculate the Stokes matrix for the quantum cohomology of the ...
We prove Gronwall-type estimates for the distance of integral curves of smooth vector fields on a Ri...
AbstractRelative equilibria of symmetric Lagrangian systems correspond to critical points of a funct...
We introduce the notion of forward untangled Lagrangian representation of a measure-divergence vecto...
In this paper, the global existence of smooth solution and the long-time asymptotic stability of the...
In recent ten years, there has been much concentration and increased research activities on Hamilton...
We introduce an $\ell$-adic analogue of Gauss's hypergeometric function arising from the Galois acti...
summary:The oscillation of the solutions of linear parabolic differential equations with deviating a...
We consider a class of parabolic free boundary problems with heterogeneous coefficients including, f...
We give an overview of recent results obtained in joint works with Dubrovin and Guzzetti (Helix stru...
AbstractWe consider Euler equations for an homogeneous incompressible non viscous fluid inside a smo...
In this note, we prove the Morse index theorem for a geodesic connecting two submanifolds in a $C^7$...
The affine Lagrangian for linear electrodynamics, that has the form of the Maxwell Lagrangian in whi...
We apply 't Hooft's deterministic quantum mechanics approach to free vector bosons in three dimensio...
We present the effective field equations obtained from a generalized gravity action with Euler-Poinc...
AbstractWe present a simple method to calculate the Stokes matrix for the quantum cohomology of the ...
We prove Gronwall-type estimates for the distance of integral curves of smooth vector fields on a Ri...