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On Picard Number and Dimension of Algebraic Homogeneous Spaces by Beldiev, Ivan is a scholarly article available to read on EtoBox.

What is On Picard Number and Dimension of Algebraic Homogeneous Spaces about?

An algebraic variety $X$ is called a homogeneous space if there exists a transitive regular action of an algebraic group on $X$. In the case when $X$ is an affine or projective homogeneous space for a simple or, more generally, semisimple group, we prove inequalities between the dimension of $X$ and its Picard number.

Author

Beldiev, Ivan

Published

2024

Language

EN