-estimates for the Cauchy-Riemann equations on certain weakly pseudoconvex domains
-regularity for the -equation on a piecewise smooth union of strictly pseudoconvex domains in
Caratterizzazione dei sistemi ipoellittici a coefficienti costanti, sovradeterminati, con il metodo della paramatrice
Classical PLS-spaces: spaces of distributions, real analytic functions and their relatives
This paper is an extended version of an invited talk presented during the Orlicz Centenary Conference (Poznań, 2003). It contains a brief survey of applications to classical problems of analysis of the theory of the so-called PLS-spaces (in particular, spaces of distributions and real analytic functions). Sequential representations of the spaces and the theory of the functor Proj¹ are applied to questions like solvability of linear partial differential equations, existence of a solution depending...
Classification of (1,1) tensor fields and bihamiltonian structures
Consider a (1,1) tensor field J, defined on a real or complex m-dimensional manifold M, whose Nijenhuis torsion vanishes. Suppose that for each point p ∈ M there exist functions , defined around p, such that and , j = 1,...,m. Then there exists a dense open set such that we can find coordinates, around each of its points, on which J is written with affine coefficients. This result is obtained by associating to J a bihamiltonian structure on T*M.
Cohomology with bounds and Carleman estimates for the -operator on Stein manifolds.
Cohomology with -bounds on polycylinders.
Complex analytic construction of the Kuranishi Family on a normal strongly pseudo convex manifold with real dimension 5.
Complexes of Differential Operators. The Mayer-Victoris Sequence.
Complexes of partial differential operators
Compositions of pseudo-differential operators
Conditions suffisantes de sous-ellipticité pour (d’après J. J. Kohn)
Conformal structures associated to generic rank 2 distributions on 5-manifolds -- characterization and Killing-field decomposition.
Constant mean curvature tori in terms of elliptic functions.
Correction to my Paper "Intrinsic Lipschitz Classes on Manifolds with Applications to Complex Function Theory and Estimates for the ... and ... Equations". (Correction)