In this paper we study geometric realizations of some classic birational maps, such as inversion maps, special Cremona transformations, special birational transformations of type (2, 1), by considering C∗-actions on rational homogeneous spaces and their subvarieties.
Rational homogeneous spaces as geometric realizations of birational transformations / Occhetta, G.; Romano, E. A.; Solá Conde, E. L.; Wi?niewski, J. A.. - In: RENDICONTI DEL CIRCOLO MATEMATICO DI PALERMO. - ISSN 1973-4409. - 2023, 72:6(2023), pp. 3223-3253. [10.1007/s12215-023-00880-w]
Rational homogeneous spaces as geometric realizations of birational transformations
Occhetta, G.;Romano, E. A.;Solá Conde, E. L.
;Wi?niewski, J. A.
2023-01-01
Abstract
In this paper we study geometric realizations of some classic birational maps, such as inversion maps, special Cremona transformations, special birational transformations of type (2, 1), by considering C∗-actions on rational homogeneous spaces and their subvarieties.File in questo prodotto:
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