0.1) SEPARATRICES AT SINGULAR POINTS OF PLANAR VECTOR FIELDS

In this section, we assume that γ > −1 so that Corollary 2.4 and Lemma 3.1 holds, that is, the solution of (3) in Q 2 has uniform interior Lipschitz estimates in x and

Main ingredients in the proof are G´ omez-Mont’s formula for calculating the GSV-index on singular complex hypersurfaces and the formula of Eisenbud, Levine and Khimshiashvili

If a germ of vector field is a topological node or admits a sectoral decompo- sition, then the origin is an isolated singularity which cannot be accumulated by periodic orbits and it

once formed). 3 examines the stability of the radial cavitating maps with respect to variations in the hole shape. It is shown that, in the class C1 0 }),

org/conditions ). Toute utilisation commerciale ou impression systématique est constitutive d’une infraction pénale. Toute copie ou impression de ce fichier doit contenir la

Weizmann Institute where some of this work was done, and R. STABILITY: THE UPPER BOUND The proof of the upper bound half of Thm.. The following is critical to higher

A search for charginos nearly mass degenerate with the lightest neutralino is performed with the data collected by the ALEPH detector at LEP, at centre-of- mass energies between 189

We prove here the existence of boundary blow up solutions for fully nonlinear equations in general domains, for a nonlinearity satisfying Keller- Osserman type condition.. If