Quasitriviality of the Forms of Segre Varieties

Mathematics – Algebraic Geometry

Scientific paper

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Scientific paper

We prove the rationality of a $\k$-form $X$ of the product $S$ of projective
spaces provided the existence of a $\k$-point on $X$. The method of the proof
is to find a Galois-invariant birational projection of $S$ to the projective
space. This method also allows to prove the quasitriviality of the forms of the
hyperplane sections of some Segre varieties.

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