Duality in the spaces of solutions of elliptic systems

The goal of this paper is to extend Poincar´ e-Wirtinger inequalities from Sobolev spaces to spaces of functions of bounded variation of second

V´eron, Uniqueness and asymptotic behavior of solutions with boundary blow-up for a class of nonlinear elliptic equations, Annal.

The function 0(() = p(0,C) is strictly plurisubharmonic and non- negative in the ball A, whence by the main result of [7], there is, after possibly shrinking A to a

The SF-analytic sets are precisely the analytic sets which are locally contained in some complex submanifold (with complemented tangent spaces) where they are finitely defined in

Annales de l’Institut Henri Poincaré - Physique theorique.. 269 SPHERICALLY SYMMETRIC SOLUTIONS OF EINSTEIN’S EQUATIONS. vi)

TOGNOLI, Proprietà globali degli spazi analitici reali, Ann. HIRSH, Differential topology, Springer-Verlag,

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X is said to be strictly q-pseudoconvex if X is a relatively compact open subset of another complex manifold and if locally the boundary of X is defined by the vanishing of