On the Commutative Rings with At Most Two Proper Subrings von Dobbs, David E.

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When an Extension of Nagata Rings Has Only Finitely Many Intermediate Rings, Each of Those Is a Nagata Ring von Dobbs, David E., Picavet, Gabriel, Picavet-L’Hermitte, Martine

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Cech Cohomological Dimensions for Commutative Rings von Dobbs, D. E

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On purity and related universal properties of extensions of commutative rings von Dobbs, David E

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Normal pairs of noncommutative rings von Dobbs, David E., Jarboui, Noômen

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A UNIVERSAL SURVIVAL RING OF CONTINUOUS FUNCTIONS WHICH IS NOT A UNIVERSAL LYING-OVER RING von DOBBS, DAVID E., LEVY, RONALD, SHAPIRO, JAY

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REALIZING INFINITE CARDINAL NUMBERS VIA MAXIMAL CHAINS OF INTERMEDIATE FIELDS von DOBBS, DAVID E., HEITMANN, RAYMOND C.

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Transfer of the GPIT Property in Pullbacks von Dobbs, David E., Shapiro, Jay

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CHARACTERIZING MINIMAL RING EXTENSIONS von CAHEN, PAUL-JEAN, DOBBS, DAVID E., LUCAS, THOMAS G.

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UNIVERSAL MAPPING PROPERTIES OF SOME PSEUDOVALUATION DOMAINS AND RELATED QUASILOCAL DOMAINS von Ayache, Ahmed, Dobbs, David E., Echi, Othman

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On the maximal number of non-overlapping Klein 4-groups inside an elementary abelian 2-group von Dobbs, David E.

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A Direct Proof of a Theorem concerning Treed Overrings von Ayache, Ahmed

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A Note on Isomorphism Theorems for Semigroups of Order-Preserving Transformations with Restricted Range von Jitjankarn, Phichet, Rungratgasame, Thitarie

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Characterizing the ring extensions that satisfy FIP or FCP von Dobbs, David E., Picavet, Gabriel, Picavet-LʼHermitte, Martine

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A CLASS OF PRINCIPAL IDEAL RINGS ARISING FROM THE CONVERSE OF THE CHINESE REMAINDER THEOREM von Dobbs, David E.

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Strongly divided domains von Ayache, Ahmed, Dobbs, David E.

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Some applications of Zorn's Lemma in algebra von Anderson, D. D., Dobbs, David E., Zafrullah, Muhammad

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On the Strong (A)-Rings of Mahdou and Hassani von Dobbs, David E., Shapiro, Jay

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ON SEMINORMAL INTEGRAL DOMAINS WITH TREED OVERRINGS von Dobbs, David E.

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A classification of the minimal ring extensions of certain commutative rings von Dobbs, David E., Shapiro, Jay

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