Download E-books Classification of Algebraic and Analytic Manifolds: Katata Symposium Proceedings 1982 PDF

By Kenji Ueno, editor

The complaints of the Katata Symposium 1982,
reflect the current country of analysis on
classification difficulties. as well as papers on
the category conception of algebraic and analytic
manifolds, the quantity comprises papers on
algebraic and analytic surfaces, and interval
mappings. It additionally features a bankruptcy directory open
problems within the box, indicating the abundant time
devoted to them in the course of the symposium.

Preface.
List of members.

Contents

Some feedback on Kahler manifolds
wi th c l = 0...............................

On the interval map of surfaces with
K 2 = X = 2................................

Deformations of surfaces containing
global round shells...................

Canonical jewelry of algebraic varieties....

On primitively symplectic compact Kahler
V-manifolds of size four.............

Asymptotic fibrations of complicated
varieties. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .. 251

Algebraic surfaces with optimistic
indices. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .. 281

Some feedback at the moduli of
K3 surfaces............................... 303

VII O surfaces and a duality of
cusp singularities........................ 333

Surjectivity of interval map for
K3 surfaces............................... 379

Infinitesimal diversifications of Hodge constitution
and the established Torelli challenge for projective
hyper surfaces ( after Carlson, Donagi, eco-friendly,
Griffiths, Harris)........................ 399

Configurations of -2 rational curves on
hyperplane sections of projective
threefolds............. ......... ..... ..... 465

The constitution of open algebraic
surfaces. II............................... 499

Degenerations of elliptic surfaces and
certain non Kahler manifolds..............

Weak positivity and the additivity of
the Kodaira measurement, II : The neighborhood
Tore eleven i map.....................:.........

Open difficulties.

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