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We investigate the problem to determine the defining equations ofthe algebraic variety of Hankel two-planes in the projective space. Wecompute the first and the second partial lifting of the Machado’s binomialrelations, by applying tecniques of Sagbi bases theory.

Combinatorics of Hankel relations / Failla, G.. - In: ANNALS. SERIES ON SCIENCE OF MATHEMATICS. - ISSN 2066-6594. - 9:2(2017), pp. 113-135.

Combinatorics of Hankel relations

FAILLA, Gioia
2017-01-01

Abstract

We investigate the problem to determine the defining equations ofthe algebraic variety of Hankel two-planes in the projective space. Wecompute the first and the second partial lifting of the Machado’s binomialrelations, by applying tecniques of Sagbi bases theory.
2017
Inglese
9
2
113
135
23
2-s2.0-85024472160
http://aos.ro/editura/analeleaosr/annals-on-mathematics/archive/volume-9-no-2-2017-annals-series-on-mathematics-on-its-application
Esperti anonimi
Sì
Sagbi basis, Grassmann variety, Hankel variety, Toric deformation
Internazionale
No
Failla, Gioia
info:eu-repo/semantics/article
1 Contributo su Rivista::1.1 Articolo in rivista
262
Combinatorics of Hankel relations / Failla, G.. - In: ANNALS. SERIES ON SCIENCE OF MATHEMATICS. - ISSN 2066-6594. - 9:2(2017), pp. 113-135.
1
open
1.1 Articolo in rivista
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.12318/5904
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