Título inglés |
On some properties of partial intersection schemes. |
Título español |
Algunas propiedades de los esquemas de intersección parcial. |
Autor/es |
Ragusa, Alfio ; Zappalà, Giuseppe |
Organización |
Dip. Mat. Inform. Univ. Catania, Catania, Italia |
Revista |
0010-0757 |
Publicación |
2003, 54 (3): 255-267, 6 Ref. |
Tipo de documento |
articulo |
Idioma |
Inglés |
Resumen inglés |
Partial intersection subschemes of Pr of codimension c were used to furnish various graded Betti numbers which agree with a fixed Hilbert function. Here we study some further properties of such schemes; in particular, we show that they are not in general licci and we give a large class of them which are licci. Moreover, we show that all partial intersections are glicci. We also show that for partial intersections the first and the last Betti numbers, say m and p respectively, give bounds each other; in particular, in codimension 3 case we see that [(p+5)/2] ≤ m ≤ 2p+1 and each m and p satisfying the above inequality can be realized. |
Clasificación UNESCO |
120105 ; 120101 |
Palabras clave español |
Intersección ; Esquemas ; Función de Hilbert ; Ligaduras Gorenstein |
Código MathReviews |
MR2010788 |
Código Z-Math |
Zbl 1053.13007 |
Acceso al artículo completo |