defination of primary module with example
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The module M will be called primary if its zero sub- module is primary. For any submodule N of an R-module M, the radical, rЧdMЕNЖ, of N is defined to be the intersection of all prime submodules of M containing N and. rЧdMЕNЖ И M if N is not contained in any prime submodule of M.
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The module M will be called primary if its zero sub- module is primary. For any submodule N of an R-module M, the radical, rЧdMЕNЖ, of N is defined to be the intersection of all prime submodules of M containing N and. rЧdMЕNЖ И M if N is not contained in any prime submodule of M.
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