On bifurcation of solutions of the Yamabe problem in product manifolds

First, it is to introduce in Continuum Mechanics the manifold Met( B ) of Riemannian metrics on the body B and to show that each covariant derivative on Met( B ) induces an

In Section 3, we obtain that if the linear operator L with respect to the initial asymptotically hyperbolic metric g is surjective in a suitable weighted Hölder space, there

The solution of the geodesic equation (Theorem 4.1) gives a precise sense to how geodesics in ( M , g N ) generalize those discovered by Calabi [4,5] for the subspace of Kähler

As already mentioned, the objective of this paper is to consider surfaces (with boundary) with corners on their boundary and to study the existence problem of conformal metrics

In this section we extend the result obtained in the previous section to arbitrary distributional solution U with finite singular set as initial data and we prove Theorem 3..

function of physical quantities called the matter fields, which in turn are required to satisfy certain other partial differential equations.. We

Toute utilisation commerciale ou impression systématique est constitutive d’une infrac- tion pénale.. Toute copie ou impression de ce fichier doit contenir la présente mention

It remains a challenging prob- lem to construct non-zero elements in higher homotopy groups of (moduli) spaces of positive sectional and positive Ricci curvature metrics.. APS index