Sections hyperplanes et endomorphismes de l'espace projectif
classification
🧮 math.AG
keywords
projectivesmoothvarietyautomorphismcasecompletedimensionendomorphism
read the original abstract
We show that any hyperplane section of a variety which is the inverse image of a smooth variety of dimension at least 2 by an endomorphism (wich is not an automorphism) of the projective space, is linearly complete. We stress the case of smooth surfaces in projective fourspace.
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