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Commutative rings whose zero-divisor graphs have positive genus
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# |
1392 - 07 |
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Quasi-Primary Decomposition in Modules Over Proufer Domains
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# |
1392 - 04 |
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On prime modules and dense submodules
|
# |
1391 - 08 |
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Multiplication Modules With Krull Dimension
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# |
1391 - 07 |
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On commutative rings whose prime ideals are direct sums of cyclics
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# |
1391 - 07 |
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Uniformly Classical Primary Submodules
|
# |
1391 - 05 |
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Zero divisor graphs for modules over a commutative rings
|
# |
1391 - 04 |
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Rings Whose Annihilating-Ideal Graphs Have Positive Genus
|
# |
1391 - 03 |
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CLASSICAL QUASI-PRIMARY SUBMODULES
|
# |
1390 - 09 |
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Commutative Noetherian Local Rings Whose Ideals Are Direct Sums of Cyclic Modules
|
# |
1390 - 08 |
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On the Structure of Commutative Rings With P_1 k_1...p_n k_n (1 leq k_i leq 7) Zero-Divisors II
|
# |
1389 - 06 |
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The Annihilating-Ideal Graph of Commutative Rings I
|
# |
1389 - 01 |
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The Annihilating-Ideal graph of Commutative Rings II
|
# |
1389 - 01 |
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On the Structure of Commutative Rings with p k1p k2...p kn zero divisors (1 ki 7)
|
# |
1388 - 12 |
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Strong Zero Divisors of Non-Commutative Rings
|
# |
1388 - 06 |
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Classical primary submodules and decomposition theory of modules
|
# |
1388 - 03 |
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Zariski-Like Topology on the Clasical Prime Spectrum of a Module
|
# |
1388 - 01 |
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On chains of classical prime submodules and dimension theory of modules
|
# |
1388 - 01 |
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On the classical Krull demension of modules
|
# |
1387 - 12 |
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On prime radical and Baer s lower nilradical of modules
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# |
1387 - 11 |