Articles 1 to 20 of 20

1.

arXiv:0804.2877 Forcing the Strong Lefschetz and the Maximal Rank Properties. Fabrizio Zanello, Jeffery V. Zylinski. math.AC.

2.

arXiv:0803.3413 The strength of the Weak Lefschetz Property. Juan C. Migliore, Fabrizio Zanello. math.AC.

3.

arXiv:0801.1569 Bounds and asymptotic minimal growth for Gorenstein Hilbert functions. Juan C. Migliore, Uwe Nagel, Fabrizio Zanello. math.AC.

4.

arXiv:0712.1804 Simplicial complexes and Macaulay's inverse systems. Adam Van Tuyl, Fabrizio Zanello. math.AC (math.CO).

5.

arXiv:0705.0806 Interval Conjectures for level Hilbert functions. Fabrizio Zanello. math.AC.

6.

math/0703901 A characterization of Gorenstein Hilbert functions in codimension four with small initial degree. Juan C. Migliore, Uwe Nagel, Fabrizio Zanello. Math. Res. Lett. 15 (2008), 331-349. math.AC.

7.

math/0609414 On the degree two entry of a Gorenstein $h$-vector and a conjecture of Stanley. Juan C. Migliore, Uwe Nagel, Fabrizio Zanello. math.AC (math.CO).

8.

math.AC/0609150 The Hilbert functions which force the Weak Lefschetz Property. Juan C. Migliore, Fabrizio Zanello. JPAA 210 (2007), No. 2, 465-471. math.AC (math.AG).

9.

math/0604485 An improved Multiplicity Conjecture for codimension three Gorenstein algebras. Juan C. Migliore, Uwe Nagel, Fabrizio Zanello. Comm. Algebra 36 (2008), no. 1, 112-119. math.AC.

10.

math/0512198 Level algebras with bad properties. Mats Boij, Fabrizio Zanello. Proc. Amer. Math. Soc. 135 (2007), no. 9, 2713-2722. math.AC (math.AG).

11.

math.AC/0511308 Improving the bounds of the Multiplicity Conjecture: the codimension 3 level case. Fabrizio Zanello. JPAA 209 (2007), No. 1, 79-89. math.AC.

12.

math.AC/0505678 A non-unimodal codimension 3 level $h$-vector. Fabrizio Zanello. J. of Algebra 305 (2006), No. 2, 949-956.. math.AC.

13.

math/0503526 The $h$-vector of a relatively compressed level algebra. Fabrizio Zanello. Comm. in Algebra 35 (2007), No. 4, 1087-1091. math.AC.

14.

math.AC/0502466 Partial derivatives of a generic subspace of a vector space of forms: quotients of level algebras of arbitrary type. Fabrizio Zanello. Trans. of the A.M.S. 359 (2007), No. 2, 2675-2686. math.AC.

15.

math.AC/0411563 Extending the idea of compressed algebra to arbitrary socle-vectors, II: cases of non-existence. Fabrizio Zanello. J. of Algebra 275 (2004), No. 2, 730-748. math.AC.

16.

math.AC/0411562 Extending the idea of compressed algebra to arbitrary socle-vectors. Fabrizio Zanello. J. of Algebra 270 (2003), No. 1, 181-198. math.AC.

17.

math.AC/0411259 When are There Infinitely Many Irreducible Elements in a Principal Ideal Domain?. Fabrizio Zanello. Amer. Math. Monthly 111 (2004), No. 2, 150-152. math.AC (math.RA).

18.

math.AC/0411231 Stanley's theorem on codimension 3 Gorenstein $h$-vectors. Fabrizio Zanello. Proc. of the A.M.S. 134 (2006), No. 1, 5-8. math.AC.

19.

math.AC/0411229 When is there a unique socle-vector associated to a given $h$-vector?. Fabrizio Zanello. Comm. in Algebra 34 (2006), No. 5, 1847-1860.. math.AC.

20.

math.AC/0411228 Level algebras of type 2. Fabrizio Zanello. Comm. in Algebra 34 (2006), No. 2, 691-714. math.AC.

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