An embedding theorem for smooth projective toric varieties.
An equivariant Riemann-Roch theorem for complete, simplicial toric varieties.
An estimate of approximation constants for p-adic and real varities.
An example of an asymptotically Chow unstable manifold with constant scalar curvature
Donaldson proved that if a polarized manifold has constant scalar curvature Kähler metrics in and its automorphism group is discrete, is asymptotically Chow stable. In this paper, we shall show an example which implies that the above result does not hold in the case where is not discrete.
An example of two homeomorphic, nondiffeomorphic complete intersection surfaces.
An Example of Unirational Surfaces in Characteristic p.
An improved bound for the degree of smooth surfaces in not of general type
An improved Briancon-Skoda theorem with applications to the Cohen-Macaulayness of Rees algebras.
An improved tableau criterion for Bruhat order.
An integral formula on submanifolds of domains of Cn..
A Bochner-Martinelli-Koppelman type integral formula on submanifolds of pseudoconvex domains in Cn is derived; the result gives, in particular, integral formulas on Stein manifolds.
An interpolation theorem in toric varieties
In the spirit of a theorem of Wood, we give necessary and sufficient conditions for a family of germs of analytic hypersurfaces in a smooth projective toric variety to be interpolated by an algebraic hypersurface with a fixed class in the Picard group of .
An obstruction for smoothing of Gorenstein surface singularities.
Analytic functionals annihilated by ideals.
Anisotropic resultant. Complements and applications. (Résultant anisotrope. Compléments et applications.)
Anneaux d'invariants de groupes finis Intersections complètes
Anticanonical Models of Rational Surfaces.
Apolarity and its applications.
Appendix to : “smoothings of cusp singularities via triangle singularities”
Applications de Gauss et pléthysme
Les représentations irréductibles de sont décrites par les foncteurs de Schur, dont la composition définit le pléthysme. Sa compréhension est un problème important en théorie des invariants, ou bien en relation avec les représentations des groupes symétriques.Nous proposons dans cet article une approche géométrique du problème. Généralisant les plongements classiques de Veronese et de Segre, nous construisons des plongements de variétés de drapeaux dans d’autres variétés de drapeaux, sur lesquels...
Applications of iterated curve blow-up to set theoretic complete intersections in ...3.