This paper is concerned with the problem of describing compact moduli spaces for algebraic [italic]K3 surfaces of given degree 2[italic]k.
In this paper abelian branched coverings of smooth complex projective surfaces are studied. Geometric information about the coverings, such as the first Betti number of a smooth model or intersections of embedded curves, are related to topological and combinatorial information a…
This monograph gives framed link pictures of the Kummer surface (= [italic]V₄) and some Dolgachev surfaces. The emphasis here is to use the elliptic pencil structure to describe the framed links. This approach is particularly convenient to see the change of handlebody structures…
This paper is devoted to Noether-Lefschetz theory. In the first part, the author recalls the Noether-Lefschetz theorem for surfaces in [double-struck capital]P[superscript]3 and gives a survey of the known proofs; he also describes some more recent results on the "Noether-Lefsch…
