Annalen Mathematische

Study the process of approximation and its limitation (errors), learn the tools and techniques for analyzing regular mappings with applications, and deepen the understanding

In §2, we prove a more general version of Theorem 2.1.3 below, which applies to irregular varieties not necessarily of maximal Albanese dimension.. Using this result we are able

This section is devoted to illustrate the connection between compact Riemann surface and complex algebraic curve.. Then an elliptic curve E := C/Λ is an

¤ The corollary says that a birational morphism of surfaces is basi- cally composition of blowing-ups and isomorphism.. Together with the theorem on elimination of indeterminacy,

One can also similarly define the Krull dimension or simply dimension to be the supremum of length of chain of prime ideals of a ring. And we can topologize P n by the quotient

For more discussion on cone of curves, we refer [Koll´ar, Mori]: Birational geometry of algebraic varieties.. Thus sometime it’s useful to pick a better element in |D| instead

The basic idea behind the notion of line bundle is instead of looking at functions, we look at local functions satisfying given patching conditions.. Hence

Commutative algebra (including some algebraic number theory and some algebraic geometry)..