On the Hilbert depth of the Hilbert function of a finitely generated graded module

References

D. Bayer, D. Stillman, A criterion for detecting m-regularity, Inv. Math. 87 (1987), 1–11.
Search in Google Scholar Back to article
S. Bălănescu, M. Cimpoeaş, C. Krattenthaler, On the Hilbert depth of monomial ideals, arXiv:2306.09450v4 (2024).
Search in Google Scholar Back to article
S. Bălănescu, M. Cimpoeaş, On the arithmetic Hilbert depth, arXiv:2309.10521v2 (2024).
Search in Google Scholar Back to article
S. Eliahou, M. Kervaire, Minimal resolutions of some monomial ideals, J. Alg. 129 (1990), 1–25.
Search in Google Scholar Back to article
A. Galligo: A propos du theoreme de preparation de Weierstrass, Functions de Plusieurs Variables Complexes. Lecture Notes in Mathemathics 409, Berlin, Heidelberg, New York: Springer (1974), 543–579.
Search in Google Scholar Back to article
I. Peeva, Graded Syzygies, Algebra and Applications, Volume 14, Springer-Verlag London Limited, 2011.
Search in Google Scholar Back to article
J. Uliczka, Remarks on Hilbert series of graded modules over polynomial rings, Manuscripta math. 132 (2010), 159–168.
Search in Google Scholar Back to article