Rationality in Differential Algebraic Geometry

A. Isaev; C. Medori; D. Brotbek; E. Rousseau; G. Fels; G. Fels; I.B. Mamai; J. Merker; J. Merker; J. Merker; J.-P. Demailly; J.-P. Demailly; K. Masuda; M. Cowen; M. McQuillan; M. Păun; O. Debarre; P. Brückmann; P.J. Olver; S. Diverio; S. Diverio; S. Webster; S. Webster; V. Ezhov; V. Ezhov; V.K. Beloshapka; V.K. Beloshapka; V.K. Beloshapka; Y.-T. Siu

thesis

Rationality in Differential Algebraic Geometry

Authors: A. Isaev
C. Medori
D. Brotbek
E. Rousseau
G. Fels
G. Fels
I.B. Mamai
J. Merker
J. Merker
J. Merker
J.-P. Demailly
J.-P. Demailly
K. Masuda
M. Cowen
M. McQuillan
M. Păun
O. Debarre
P. Brückmann
P.J. Olver
S. Diverio
S. Diverio
S. Webster
S. Webster
V. Ezhov
V. Ezhov
V.K. Beloshapka
V.K. Beloshapka
V.K. Beloshapka
Y.-T. Siu
Publication date: 29 May 2014
Publisher
Doi

Abstract

Parametric Cartan theory of exterior differential systems, and explicit cohomology of projective manifolds reveal united rationality features of differential algebraic geometry.Comment: Abel Symposium 201

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Last time updated on 03/08/2021