Abstract
We show that the Stanley's Conjecture holds for an intersection of four monomial prime ideals of a polynomial algebra S over a field and for an arbitrary intersection of monomial prime ideals (P i ) i∈[s] of S such that each P i is not contained in the sum of the other (P j ) j≠i .
2010 Mathematics Subject Classification:
ACKNOWLEDGMENTS
The support from the CNCSIS grant PN II-542/2009 of Romanian Ministry of Education, Research, and Inovation is gratefully acknowledged.
Notes
Communicated by U. Walther.