Canonical dynamics of relativistic charged particles
Canonical forms for -structures in pseudo-riemannian manifolds
Canonical formulation of newtonian dynamics
Canonical nonlinear connections in the multi-time Hamilton geometry.
Carathéodory balls and norm balls in
It is shown that for n ≥ 2 and p > 2, where p is not an even integer, the only balls in the Carathéodory distance on which are balls with respect to the complex norm in are those centered at the origin.
Caratterizzazione delle precessioni semiregolari con asse di precessione verticale
Chaos in D0 brane dynamics
We consider the classical and quantum dynamics of D0 branes within the Yang-Mills approximation. Using a simple ansatz we show that a classical trajectory exhibits a chaotic motion. Chaotic dynamics in N=2 supersymmetric Yang-Mills theory is also discussed.
Chaos synchronization criteria and costs of sinusoidally coupled horizontal platform systems.
Chaotic behaviour in the solar system
Characterization of diffeomorphisms that are symplectomorphisms
Let and be compact symplectic manifolds (resp. symplectic manifolds) of dimension 2n > 2. Fix 0 < s < n (resp. 0 < k ≤ n) and assume that a diffeomorphism Φ : X → Y maps all 2s-dimensional symplectic submanifolds of X to symplectic submanifolds of Y (resp. all isotropic k-dimensional tori of X to isotropic tori of Y). We prove that in both cases Φ is a conformal symplectomorphism, i.e., there is a constant c ≠0 such that .
Characterization of higher-order tangent bundles.
Characterizations of the nonlinear connection in the higher order geometry.
Classical dynamics of non-holonomic systems : a geometric approach
Classical integrable mechanical systems and their integrable perturbations.
Classical particle in presence of magnetic field, hyperbolic Lobachevsky and spherical Riemann models.
Classification géométrique des structures internes des systèmes dynamiques à deux spins
Classification of finite dimensional modular Lie superalgebras with indecomposable Cartan matrix.
Classification of symmetries for higher order Lagrangian systems II: The non-autonomous case.
Classification of symmetries for higher order Lagrangian systems.
Closed Curves on Convex Hypersurfaces and Periods of Nonlinear Oscillations.