David E. Dobbs - Concepedia

Author

David E. Dobbs

University of Tennessee at Knoxville ORCID

Also Known As

D DOBBS, D. E. Dobbs, D.E. Dobbs, DAVID E. DOBBS, DAVID EARL DOBBS, David Dobbs, David E Dobbs, David E. DOBBS, David E. Dobbs, David E. Dobbs *

411

Publications

3.5K

Citations

H-Index

Concepts

All Affiliations

University of Tennessee at Knoxville University of North Carolina at Charlotte Sapienza University of Rome George Mason University

About

David E. Dobbs is an author at University of Tennessee at Knoxville specializing in functional analysis, engineering, and medicine.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	4	4	304
2	Medicine	3	3	149
3	Social Sciences	2	2	122
4	Education	1	1	11
5	Public Health	1	1	12

David E. Dobbs

Publications

2.5K

Citations

H-Index

Page 1

	Year	Citations
Maximality properties in numerical semigroups and applications to one-dimensional analytically irreducible local domains Valentina Barucci, David E. Dobbs, Marco Fontana Memoirs of the American Mathematical Society Spectral TheoryTopological SemigroupsResearch MathematiciansEngineeringRiemann-hilbert Problem	1997	269
Pairs of Rings with the Same Prime Ideals David F. Anderson, David E. Dobbs Canadian Journal of Mathematics Zariski TopologiesPseudo-valuation DomainRing TheoryCommutative AlgebraAffine Schemes	1980	165
Divided rings and going-down David E. Dobbs Pacific Journal of Mathematics Abstract AlgebraModern AlgebraRing TheoryCommutative AlgebraRoot-closed Case	1976	137
t-Linked overrings and prüfer v-multiplication domains David E. Dobbs, Evan Houston, Thomas G. Lucas, Communications in Algebra Domain TheoryCommutative AlgebraT-linked OverringsRing Theory	1989	105
Observations on persistence of war neurosis. David E. Dobbs, Wilson Wp PubMed NeuropsychologyNeurobiology Of DiseaseNeural ScienceNeuroanatomyWar Neurosis	1960	83
On Going Down For Simple Overrings II David E. Dobbs Communications in Algebra Domain TheoryFiniteness ConditionSimple Overrings IiRing TheoryCommutative Algebra	1974	77
Universally catenarian integral domains Alain Bouvier, David E. Dobbs, Marco Fontana Advances in Mathematics Integral GeometryUniversal AlgebraCatenarian Integral DomainsDomain Theory	1988	74
On going-down for simple overrings. III David E. Dobbs, Ira J. Papick Proceedings of the American Mathematical Society	1976	66
Conducive integral domains David E. Dobbs, Richard Fedder Journal of Algebra Domain TheoryCommutative AlgebraRing TheoryFunctional AnalysisConducive Integral Domains	1984	63
Characterizing the ring extensions that satisfy FIP or FCP David E. Dobbs, Gabriel Pıcavet, Martine Picavet-L’Hermitte Journal of Algebra Commutative AlgebraUniversal AlgebraRing ExtensionsRing Theory	2012	62

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