Titlebook: Nonarchimedean and Tropical Geometry; Matthew Baker,Sam Payne Conference proceedings 2016 Springer International Publishing Switzerland 20

鑒賞家

Berkovich Skeleta and Birational Geometry,nt series and the birational geometry of one-parameter degenerations of smooth projective varieties. The central objects in our theory are the . and the . of the degeneration. We tried to keep the text self-contained, so that it can serve as an introduction to Berkovich geometry for birational geometers.

Ascendancy

headway

Forms and Currents on the Analytification of an Algebraic Variety (After Chambert-Loir and Ducros),Chambert-Loir and Ducros have recently introduced real differential forms and currents on Berkovich spaces. In these notes, we survey this new theory and we will compare it with tropical algebraic geometry.

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RODE

Degeneration of Linear Series from the Tropical Point of View and Applications,We discuss linear series on tropical curves and their relation to classical algebraic geometry, describe the main techniques of the subject, and survey some of the recent major developments in the field, with an emphasis on applications to problems in Brill–Noether theory and arithmetic geometry.

夜晚

LAY

https://doi.org/10.1007/978-3-319-30945-3Tropical Geometry; Nonarchimedean Analysis; algebraic geometry; Berkovich Spaces; Hodge Theory; Huber The

破譯

GULLY

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