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Title

A ZARISKI TOPOLOGY ON THE PRIMARY-LIKE SPECTRUM OF ν-MULTIPLICATION MODULES

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Abstract

 LET R BE A COMMUTATIVE RING WITH IDENTITY AND M BE A UNITARY R-MODULE. PRIMARY LIKE SPECTRUM OFM IS THE SET OF ALL PRIMARY-LIKE SUBMODULES Q OF M WHERE M/Q IS A PRIMEFUL MODULE. IN THIS PAPER, WE INTRODUCE A BASE FOR THE ZARISKI TOPOLOGY ON THE PRIMARY-LIKE SPECTRUM OF A N-MULTIPLICATION R-MODULE M.

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