Hartman's theorem for complex flows in the Poincaré domain

transmission eigenvalues, asymptotic expansions, thin layers, inverse scattering problems 8.. AMS

Without the compactness assumption, irreducible K¨ ahler manifolds with Ricci tensor having two distinct constant eigenvalues are shown to exist in various situations: there

An existence theorem for solutions of second order non-linear ordinary differential equations in the complex domain.. Rendiconti del Seminario Matematico della Università di

In this paper we first prove a reconstruction theorem for holomorphic foliation germs represented by a vector field of Poincaré type, that is, the linear part of the vector field

We prove a Bochner-Martinelli type formula for vector fields u on which satisfy the system of generalized Cauchy-Riemann equations proposed

The problems to which the Vessiot theory can be applied are of the following kind: For a given integer p and a given noncomplete vector field system:F defined on

We must admit that the observing and knowing subject (the model builder), as any human being, has a project, usually complex, aggregating multiple and evolutionary goals, and that

Key words: Central Limit Theorem, Brownian motion in the unit sphere in R n , Ornstein- Uhlenbeck processes..