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Generalizations of Zero-Divisor Graph of Rings to Modules
Describe rings whose left modules are free-like, projective-like or injective-like
Commutative Rings Whose Finitely Generated Ideals Decompose into Direct Sums of Cyclic Ideals
FC-Pure Injectivity and FC-Pure Flatness and Its Relationship to Two Famous Problems of Kothe and Kaplansky
Classical Prime Modules and Classical Krull Dimension of Modules
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