William Heinzer - Concepedia

Author

William Heinzer

Also Known As

AMS-IMS-SIAM Summer Research Conference on Commutative Algebra <1992, Mount Holyoke College>, Heinzer, W., Heinzer, William, Heinzer, William J, Heinzer, William J., W Heinzer, W. Heinzer, W. J. HEINZER, W. J. Heinzer, W.J. Heinzer

264

Publications

3.5K

Citations

H-Index

Concepts

All Affiliations

Purdue University West Lafayette Florida State University University of California, Riverside University of Nebraska–Lincoln Louisiana State University

About

William Heinzer is an author at Purdue University West Lafayette specializing in functional analysis, representation theory, and integral geometry.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Functional Analysis	3	3	52
2	Engineering	2	2	40
3	Integral Geometry	2	2	40
4	Computer Science	1	1	34
5	Localization	1	1	21

William Heinzer

Publications

2.5K

Citations

H-Index

Page 1

	Year	Citations
On the uniqueness of the coefficient ring in a polynomial ring Shreeram S. Abhyankar, William Heinzer, Paul Eakin Journal of Algebra Abstract AlgebraCommutative AlgebraRing TheoryCoefficient RingPolynomial Ring	1972	178
Integral domains in which each non‐zero ideal is divisorial William Heinzer Mathematika Ring TheoryCommutative AlgebraDomain TheoryNon‐zero Ideal	1968	125
Intersections of quotient rings of an integral domain Robert Gilmer, William Heinzer Kyoto journal of mathematics Quotient RingsCommutative AlgebraDomain TheoryRing Theory	1967	100
Locally noetherian commutative rings William Heinzer, Jack Ohm Transactions of the American Mathematical Society Math XmlnsAbstract AlgebraAssociated PrimesRing TheoryCommutative Algebra	1971	79
The ratliff-rush ideals in a noetherian ring William Heinzer, David Lantz, Kishor Shah Communications in Algebra Commutative AlgebraUniversal AlgebraNoetherian RingRing Theory	1992	69
Associated primes of principal ideals J. W. Brewer, William Heinzer Duke Mathematical Journal Commutative AlgebraAssociated PrimesRing Theory	1974	62
Coefficient Ideals in and Blowups of a Commutative Noetherian Domain William Heinzer, Bernard Johnston, David Lantz, Journal of Algebra Ring TheoryCommutative AlgebraCoefficient Ideals	1993	56
Strongly irreducible ideals of a commutative ring William Heinzer, Louis J. Ratliff, David E. Rush Journal of Pure and Applied Algebra Irreducible IdealsCommutative AlgebraRing Theory	2002	49
M-Canonical ideals in integral domains William Heinzer, James A. Huckaba, Ira J. Papick Communications in Algebra Modern AlgebraRing TheoryCommutative AlgebraPriifer Domain RM-canonical Ideal J	1998	49
The radical trace property William Heinzer, Ira J. Papick Journal of Algebra Algebraic AnalysisRadical Trace Property	1988	48

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