David Buchsbaum

Q: What Schools Are Affiliated With David Buchsbaum

David Buchsbaum is affiliated with the following schools: Columbia University, Brandeis University

David Buchsbaum's AcademicInfluence.com Rankings

David Buchsbaum

Mathematics

#1476

World Rank

#2416

Historical Rank

#606

USA Rank

Measure Theory

#2464

World Rank

#2960

Historical Rank

#696

USA Rank

mathematics Degrees

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Mathematics

Why Is David Buchsbaum Influential?

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According to Wikipedia, David Alvin Buchsbaum was a mathematician at Brandeis University who worked on commutative algebra, homological algebra, and representation theory. He proved the Auslander–Buchsbaum formula and the Auslander–Buchsbaum theorem.

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David Buchsbaum's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

Commutative Algebra, Vol. II. (1959) (877)
Algebra Structures for Finite Free Resolutions, and Some Structure Theorems for Ideals of Codimension 3 (1977) (650)
Schur Functors and Schur Complexes (1982) (340)
What Makes a Complex Exact (1973) (294)
Codimension and Multiplicity (1958) (235)
A generalized Koszul complex. II. Depth and multiplicity (1964) (197)
Homological dimension in local rings (1957) (184)
Generic free resolutions and a family of generically perfect ideals (1975) (152)
Some structure theorems for finite free resolutions (1974) (133)
On Ramification Theory in Noetherian Rings (1959) (106)
A generalized Koszul complex. I (1964) (101)
Exact categories and duality (1955) (90)
HOMOLOGICAL DIMENSION IN NOETHERIAN RINGS. (1956) (82)
A generalized Koszul complex (1963) (78)
Characteristic-free representation theory of the general linear group (1985) (77)
Resolutions of determinantal ideals: The submaximal minors (1981) (71)
What annihilates a module (1977) (70)
UNIQUE FACTORIZATION IN REGULAR LOCAL RINGS. (1959) (65)
Characteristic-free representation theory of the general linear group II. Homological considerations (1988) (62)
Homological dimension in noetherian rings. II (1958) (38)
Satellites and Universal Functors (1960) (36)
Approaches to Resolution of Weyl Modules (2001) (26)
Threading Homology through Algebra: Selected patterns (2006) (23)
Projective resolutions of Weyl modules. (1993) (23)
Groups, rings, modules (1974) (20)
LIFTING MODULES AND A THEOREM ON FINITE FREE RESOLUTIONS (1972) (20)
A characteristic-free example of a Lascoux resolution, and letter-place methods for intertwining numbers (2004) (18)
A generalized Koszul complex. III. A remark on generic acyclicity (1965) (15)
INVARIANT FACTORS AND TWO CRITERIA FOR PROJECTIVITY OF MODULES (1962) (12)
A new construction of the Eagon-Northcott complex (1979) (11)
Intertwining Numbers; the Three-Rowed Case (1996) (9)
Corrections to Codimension and Multiplicity (1959) (9)
Homotopies for resolutions of skew-hook shapes (2003) (8)
Lectures on regular local rings (1969) (7)
Representations, Resolutions and Intertwining Numbers (1989) (7)
Letter-Place Methods and Homotopy (1998) (7)
Resolutions and Representations of $GL(n)$ (1987) (6)
Generic Free Resolutions II (1978) (5)
Homology and universality relative to a functor (1968) (4)
Resolutions of three-rowed skew- and almost skew-shapes in characteristic zero (2010) (4)
Resolution of Weyl modules: the Rota touch (2001) (3)
On commutative algebra and characteristic-free representation theory (2000) (3)
Selections from the Letter-Place Panoply (2013) (3)
On Lifting Maps between Weyl Modules: Can Bad Shapes Be Resolved by Better Shapes? (1994) (3)
On a problem in linear algebra (1973) (3)
Complexes in Local Ring Theory (2010) (2)
Homotopy equivalence of two families of complexes (2004) (2)
Aspects of characteristic-free representation theory of GLn, and some applications to intertwining numbers (1990) (1)
A note on the Poincaré resolution of the coordinate ring of the Grassmannian (1992) (1)
Appendix: Exact Categories (1956) (1)
Book Review: Homology (1964) (1)
Gian-Carlo Rota ( 1932 – 1999 ) (1999) (1)
HILBERT REVISITED (2009) (0)
A remark on the structure maps for finite free resolutions. (1987) (0)
On the Concept of Approximate Roots for Algebra (1980) (0)
Homological and Commutative Algebra (2010) (0)
On the Littlewood-Richardson rule for almost skew-shapes (2007) (0)
Review: Saunders MacLane, Homology (1964) (0)
Ann. Inst. Fourier Grenoble, 11:201–312, 1961. (2009) (0)
SOME AUTOMORPHISM GROUPS IN NOETHERIAN DOMAINS (2007) (0)
THE ANNUAL MEETING OF THE SOCIETY The fifty-eighth Annual Meeting of the American Mathematical (2007) (0)
Commutative Algebra: Some exact complexes and filtrations related to certain special young diagrams (1983) (0)
A new construction in homological algebra (2004) (0)
Journal of Algebra Algebra Editor-in-chief: Graham Higman Contents of Volume 70 (0)
Complexes and ideals' resolutions (1975) (0)

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What Schools Are Affiliated With David Buchsbaum?

David Buchsbaum is affiliated with the following schools: