
Quasi-Projective and Formal-Analytic Arithmetic Surfaces
Will be available from 04.08.2026
A milestone in the geometric understanding of algebraization theorems that also provides an introduction to Arakelov geometryMotivated by questions of transcendental number theory, arithmetic, and Diophantine geometry, this book provides a thorough study of a new kind of mathematical objectformal-analytic arithmetic surfaces. These are arithmetic counterparts in Arakelov geometry of germs of compl...
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A milestone in the geometric understanding of algebraization theorems that also provides an introduction to Arakelov geometryMotivated by questions of transcendental number theory, arithmetic, and Diophantine geometry, this book provides a thorough study of a new kind of mathematical objectformal-analytic arithmetic surfaces. These are arithmetic counterparts in Arakelov geometry of germs of compl...
Read more
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