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Positivity Problems in Geometry: Applications to Higher Dimensional Geometry - Softcover

 
9783838359847: Positivity Problems in Geometry: Applications to Higher Dimensional Geometry

Inhaltsangabe

This book is a compilation of the author's thesis work. The book studies a class of problems that can be roughly tied together under the title "positivity problems." The logically splits into four parts: fixed points of endomorphisms of abelian varieties, finite generation of the rational points of endomorphisms of degree greater than one on all curves, universal constants of pluricaonical maps in dimension 3, and a Nakai type criterion for the big cone of a smooth projective variety.

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This book is a compilation of the author's thesis work. The book studies a class of problems that can be roughly tied together under the title "positivity problems." The logically splits into four parts: fixed points of endomorphisms of abelian varieties, finite generation of the rational points of endomorphisms of degree greater than one on all curves, universal constants of pluricaonical maps in dimension 3, and a Nakai type criterion for the big cone of a smooth projective variety.

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Adam Ringler
ISBN 10: 3838359844 ISBN 13: 9783838359847
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Taschenbuch. Zustand: Neu. Neuware -This book is a compilation of the author''s thesis work. The book studies a class of problems that can be roughly tied together under the title 'positivity problems.' The logically splits into four parts: fixed points of endomorphisms of abelian varieties, finite generation of the rational points of endomorphisms of degree greater than one on all curves, universal constants of pluricaonical maps in dimension 3, and a Nakai type criterion for the big cone of a smooth projective variety.Books on Demand GmbH, Überseering 33, 22297 Hamburg 80 pp. Englisch. Artikel-Nr. 9783838359847

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