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Ideal transforms and local cohomology defined by a pair of ideals

机译:由一对理想定义的理想变换和局部作战学

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In this paper, we introduce a generalization of the ordinary ideal transform, denoted by D-I,D- J, which is called the ideal transform with respect to a pair of ideals (I, J) and has an apparent algebraic structure. Then we study its various properties and explore the connection with the ordinary ideal transform. Also, we discuss the associated primes of local cohomology modules with respect to a pair of ideals. In particular, we give a characterization for the associated primes of the nonvanishing generalized local cohomology modules.
机译:在本文中,我们介绍了普通的理想变换的概括,由D-I,D-J表示,该D-10表示相对于一对理想(I,J)并具有明显的代数结构。 然后我们研究其各种属性并探索与普通理想变换的连接。 此外,我们对一对理想讨论了局部同学模块的相关素材。 特别地,我们对非捕获的广义局部混乱模块的相关素质进行了表征。

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