ULRICH BUNDLES ON CUBIC FOURFOLDS

Our proof combines geometric ideas in her paper with tools from algebraic K -theory (motivic homology, unramified cohomology)... Unramified cohomology of degree 3 and integral

Although this method to employ type II sums on questions about prime number asymptotics is somewhat easier than those already in the literature, it seems harder to incorporate

Let M be a connected finite-dimensional smooth manifold: The holon- omy map corresponding to a connection in a principal G-bundle over.. fi4 yields a smooth group

In the second appendix, it is shown that the Hodge Conjecture, as usually formulated, is false for general compact Kâhler manifolds.. The counterexamples are actually

We derive an explicit formula for the general solu- tion of the cubic Szeg˝ o equation and of the evolution equation of the corresponding hierarchy.. As an application, we prove

One class of such interpolatory functions is the class of X-splines considered recently by Clenshaw and Negus (1978), who show that There are certain practical advantages in

In this talk, I would like to describe an analogous situation (although it has no direct relation- ship with cubic hypersurfaces): given a general 3-form on a complex vector space

We construct a canonical birational map between the moduli space of Pfaffian vector bundles on a cubic surface and the space of complete pentahedra inscribed in the cubic surface.