et le groupe de Brauer
-theory of log-schemes. I.
Karoubi’s relative Chern character and Beilinson’s regulator
We construct a variant of Karoubi’s relative Chern character for smooth varieties over and prove a comparison result with Beilinson’s regulator with values in Deligne-Beilinson cohomology. As a corollary we obtain a new proof of Burgos’ Theorem that for number fields Borel’s regulator is twice Beilinson’s regulator.
Kato homology of arithmetic schemes and higher class field theory over local fields.
Kazhdan-Lusztig Conjecture and Holonomic Systems.
Kloosterman sums and monodromy of a -adic hypergeometric equation
Kloosterman sums as algebraic integers.
Kodaira dimension and Chern hyperbolicity of the Shafarevich maps for representations of ...1 of compact Kähler manifolds.
Kodaira Dimension is not Necessarily Lower Semi-Continuous Under Degenerations of Surfaces.
Kodaira Dimension of Algebraic Fiber Spaces Over Curves.
Kodaira dimensíon of moduli space of vector bundles on surfaces.
Kodaira vanishing theorems on non-complete algebraic manifolds.
Komplexe Unterräume und holomorphe Vektorraumbündel vom Rang zwei.
Komplexní vesmír Rogera Penrose
Koszul cohomology and -normality of a projective variety.
Koszul duality and semisimplicity of Frobenius
A fundamental result of Beĭlinson–Ginzburg–Soergel states that on flag varieties and related spaces, a certain modified version of the category of -adic perverse sheaves exhibits a phenomenon known as Koszul duality. The modification essentially consists of discarding objects whose stalks carry a nonsemisimple action of Frobenius. In this paper, we prove that a number of common sheaf functors (various pull-backs and push-forwards) induce corresponding functors on the modified category or its triangulated...
K-théorie algébrique et invariants des formes quadratiques
K-théorie des anneaux d'entiers de corps de nombres et cohomologie étale.