ON REPRESENTABLE LOCAL COHOMOLOGY MODULES

Let I and J be two ideals of a commutative Noetherian ring R and M be an R-module of dimension d. Foreach i ۲ N۰ let HiI;J (􀀀) denote the i-th right derived functor of 􀀀I;J (􀀀), where 􀀀I;J (M) := fx ۲ M : Inx Jx for n ≫ ۱g. If R is a local ring and M is finite. We illustrate the attached prime ideals of co-localizationof HcI;J (M), where c = cd(I; J;R) is the last non-vanishing level of HiI;J (R).