Connectedness of intersections of special Schubert varieties.
Consistent algebras and special tilting sequences.
Construction de représentations -adiques
Construction de représentations -adiques semi-stables
Construction d’un -cristal associé à un groupe -divisible sur un anneau ou un corps de séries formelles
Construction of Rank 2 semistable torsion free sheaves which are not limit of Vector bundles.
Contact maximal en caractéristique positive
Continuous Cohomology and p-Adic Galois Representations.
Continuous division of differential operators
In this paper, we give a new proof of the continuity of division by differential operators with analytic coefficients, originally proved by Mebkhout and the second author. Our methods come from the proof of the Constant Rank Theorem for analytic maps between power series spaces, given by Müller and the first author.
Continuous Étale Cohomology.
Contractions rationnelles des variétés algébriques
Convex bodies and algebraic geometry [Book]
Convex bodies associated to linear series
In his work on log-concavity of multiplicities, Okounkov showed in passing that one could associate a convex body to a linear series on a projective variety, and then use convex geometry to study such linear systems. Although Okounkov was essentially working in the classical setting of ample line bundles, it turns out that the construction goes through for an arbitrary big divisor. Moreover, this viewpoint renders transparent many basic facts about asymptotic invariants of linear series, and opens...
Co-rank and Betti number of a group
For a finitely generated group, we study the relations between its rank, the maximal rank of its free quotient, called co-rank (inner rank, cut number), and the maximal rank of its free abelian quotient, called the Betti number. We show that any combination of the group's rank, co-rank, and Betti number within obvious constraints is realized for some finitely presented group (for Betti number equal to rank, the group can be chosen torsion-free). In addition, we show that the Betti number is additive...
Corners and Arithmetic Groups
Correction and Remark to "On Stable and Uniform Rank-2 Vector Bundles on P2 in Characteristic p".
Correction to “Cohomology of line bundles on ”
Correction to ,,Rationality of Moduli Spaces of Stable Bundles". Math. Ann. 215, 251?268 (1975).
Correction to:" Spanning homogeneous vector bundles".
Correction to the paper “Classical motivic polylogarithm according to Beilinson and Deligne”.