REFERENCES
- Bayer , D. , Mumford , D. ( 1993 ). What Can Be Computed in Algebraic Geometry? Computational algebraic geometry and commutative algebra (Cortona, 1991). Sympos Math. Cambridge : Cambridge Univ Press , pp. 1 – 48 .
- Bruns , W. , Herzog , J. ( 1996 ). Cohen-Macaulay Rings. , Revised Edition . Cambridge : Cambridge University Press .
- Chardin , M. , Minh , N. C. , Trung , N. V. ( 2007 ). On the regularity of products and intersections of complete intersections . 135 : 1597 – 1606 .
- Eisenbud , D. ( 1994 ). Commutative Algebra with a View Toward Algebraic Geometry . Springer .
- Kalai , G. , Meshulam , R. ( 2006 ). Unions and intersections of Leray complexes . J. Comb. Th. (Ser. A) 113 : 1586 – 1592 .
- Sbarra , E. ( 2000 ). Upper Bounds for Local Cohomology Modules of Rings with Given Hilbert function . Dissertation, Essen .
- Terai , N. ( 2001 ). Eisenbud-Goto inequality for Stanley-Reisner rings . In: Herzog , J. , Restuccia , G , eds. Geometric and Combinatorial Aspects of Commutative Algebra . Lecture Note in Pure and Applied Mathematics . Vol. 217 . Marcel Dekker , pp. 379 – 391 .
- Communicated by R. H. Villarreal.