Algebraic surfaces in positive characteristics : purely inseparable phenomena in curves and surfaces
著者
書誌事項
Algebraic surfaces in positive characteristics : purely inseparable phenomena in curves and surfaces
World Scientific, c2021 [i.e. 2020]
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注記
Includes bibliographical references and index
収録内容
- Picard scheme and Jacobian variety
- Forms of the affine line
- Groups of Russell type
- Hyperelliptic forms of the affine line
- Automorphisms
- Divisor class groups
- Vector fields and infinitesimal group schemes
- Zariski surfaces
- Quasi-elliptic or quasi-hyperelliptic fibrations
- Mordell-Weil groups of quasi-elliptic or quasihyperelliptic surfaces
- Artin-Schreier coverings
- Higher derivations
- Unified p-group scheme
- Basics on rational double points
- Deformation of rational double points
- Open problems on rational double points in positive