Abstract. It is known that a variety in projective space is uniquely determined by its Cayley–van der Waerden–Chow form. An algebraic formulation and a proof (for an arbitrary base field) of this classical result are given in view of applications to the Stückrad–Vogel intersection cycle.
Remarks on the Cayley-van der Waerden-Chow form / R. Achilles; J. Stückrad. - In: ZESZYTY NAUKOWE UNIWERSYTETU JAGIELLONSKIEGO. UNIVERSITATIS IAGELLONICAE ACTA MATHEMATICA. - ISSN 0860-0120. - STAMPA. - 45:(2007), pp. 11-25.
Remarks on the Cayley-van der Waerden-Chow form
ACHILLES, HANS JOACHIM RUDIGER;
2007
Abstract
Abstract. It is known that a variety in projective space is uniquely determined by its Cayley–van der Waerden–Chow form. An algebraic formulation and a proof (for an arbitrary base field) of this classical result are given in view of applications to the Stückrad–Vogel intersection cycle.File in questo prodotto:
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