David Earl Dobbs
Affiliations: | Mathematics | The University of Tennessee, Knoxville, TN, United States |
Website:
http://www.math.utk.edu/~dobbs/Google:
"David Earl Dobbs"Bio:
https://www.researchgate.net/profile/David_Dobbs5
https://books.google.com/books?id=581UAAAAYAAJ
Parents
Sign in to add mentor| Alex F. T. W. Rosenberg | grad student | 1969 | Cornell | |
| (Cech cohomology and a dimension theory for commutative rings.) | ||||
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Publications
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| Jarboui N, Dobbs DE. (2020) On almost valuation ring pairs Journal of Algebra and Its Applications. 2150182 |
| Dobbs DE. (2020) A minimal ring extension of a large finite local prime ring is probably ramified Journal of Algebra and Its Applications. 19: 2050015 |
| Dobbs DE. (2020) On the nature and number of isomorphism classes of the minimal ring extensions of a finite commutative ring Communications in Algebra. 48: 3811-3833 |
| Dobbs DE, Jarboui N. (2020) Normal pairs of noncommutative rings Ricerche Di Matematica. 69: 95-109 |
| Dobbs DE. (2019) Characterizing finite fields via minimal ring extensions Communications in Algebra. 47: 4945-4957 |
| Dobbs DE, Khalfi AE, Mahdou N. (2019) Trivial extensions satisfying certain valuation-like properties Communications in Algebra. 47: 2060-2077 |
| Dobbs DE. (2018) Certain towers of ramified minimal ring extensions of commutative rings Communications in Algebra. 46: 3461-3495 |
| Dobbs DE. (2018) Subsets of fields whose nth-root functions are rational functions International Journal of Mathematical Education in Science and Technology. 49: 948-958 |
| Ismaili KA, Dobbs DE, Mahdou N. (2017) Commutative rings and modules that are Nil*-coherent or special Nil*-coherent Journal of Algebra and Its Applications. 16: 1750187 |
| Dobbs DE, Houston E. (2017) On sums and products of primitive elements Communications in Algebra. 45: 357-370 |