Bibliografia di base

[AM]   M. F. Atiyah, I.G. Macdonald, Introduzione all’algebra commutativa, trad. di P. Maroscia, Feltrinelli, Milano, 1981.

[M] H. Matsumura, Commutative Ring Theory, Cambridge University Press, Cambridge, 1986.

Bibliografia di approfondimento

[BH] W. Bruns, J. Herzog, Cohen-Macaulay Rings, Cambridge University Press, Cambridge, 1998.

*[EG] D. Eisenbud, E. Graham Evans, jr., Every Algebraic Set in n-Space Is the Intersection of n Hypersurfaces, Inventiones Mathematicae 19 (1973) pp. 107-112.

[F] R. Fröberg, An introduction to Gröbner bases, Wiley, Chichester-New York, 1997.

*[GTZ] P. Gianni, B. Trager, G. Zacharias, Gröbner bases and primary decomposition of polynomial ideals, Journal of Symbolic Computation 6 (1988), 149-167.

*[Gr] H.-J. Gräbe, Minimal primary decomposition and factorized Gröbner bases, Applicable Algebra in Engineering, Communication and Computing 8 (1997), 265-278. Scaricabile dal sito:

http://www.springerlink.com/app/home/contribution.asp?wasp=2bc7810b077044f684998f98d45747ff&referrer=parent&backto=issue,3,9;journal,43,54;linkingpublicationresults,1:100499,1

[I] Iitaka, Algebraic Geometry, Springer, New York, 1982.

*[SV] Th. Schmitt, W. Vogel, Note on set-theoretic intersections of subvarieties of projective space, Mathematische Annalen 245 (1979), pp. 247-253.

*[SY] T. Shimoyama, K. Yokoyama, Localization and primary decomposition of polynomial ideals, Journal of Symbolic Computation 22 (1996), 247-277.

*articolo su rivista