Edgar H. Brown

Q: What Schools Are Affiliated With Edgar H. Brown

Edgar H. Brown is affiliated with the following schools: Washington State University, Princeton University, University of Wisconsin–Madison, Massachusetts Institute of Technology, Brandeis University

Edgar H. Brown's AcademicInfluence.com Rankings

Edgar H. Brown

Mathematics

#3410

World Rank

#5036

Historical Rank

#1271

USA Rank

Measure Theory

#3093

World Rank

#3665

Historical Rank

#901

USA Rank

mathematics Degrees

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Mathematics

Edgar H. Brown's Degrees

PhD Mathematics Princeton University

Why Is Edgar H. Brown Influential?

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According to Wikipedia, Edgar Henry Brown, Jr. was an American mathematician specializing in algebraic topology, and for many years a professor at Brandeis University. Life Brown was born in Oak Park, Illinois. He completed his bachelor's degree in mathematics at the University of Wisconsin in 1949. He completed his master's degree in mathematics at Washington State University in 1951.

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Edgar H. Brown'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

Twisted Tensor Products, I (1959) (201)
The structure of the Spin cobordism ring (1967) (162)
Generalizations of the Kervaire Invariant (1972) (144)
Cohomology Theories (2010) (121)
A spectrum whose Zp cohomology is the algebra of reduced pth powers (1966) (111)
ABSTRACT HOMOTOPY THEORY (1965) (106)
A spectrum whose cohomology is a certain cyclic module over the steenrod algebra (1973) (86)
FINITE COMPUTABILITY OF POSTNIKOV COMPLEXES (1957) (74)
Pontrjagin Duality for Generalized Homology and Cohomology Theories (1976) (65)
On the rational homotopy type of function spaces (1997) (59)
On the stable decomposition of Ω²^{+2} (1978) (54)
THE COHOMOLOGY OF BSOn AND BOn WITH INTEGER COEFFICIENTS (2010) (52)
The Cohomology of BSO n and BO n with Integer Coefficients (1982) (49)
SU-corbodism, KO-characteristic Numbers, and the Kervaire Invariant (1966) (42)
Relations among characteristic classes—I (1964) (36)
On the Stable Decomposition of Ω 2 S r+2 (1978) (34)
The Kervaire Invariant of 8k + 2-Manifolds (1966) (31)
Pin cobordism and related topics (1969) (29)
WHITEHEAD PRODUCTS AND COHOMOLOGY OPERATIONS (1964) (26)
Continuous cohomology and real homotopy type (1989) (24)
THE EULER CHARACTERISTIC OF AN AFFINE SPACE FORM IS ZERO (2007) (21)
An homology analogue of Postnikov systems. (1959) (21)
The Kervaire invariant of $\left( {8k + 2} \right)$-manifolds (1966) (20)
Note on an invariant of Kervaire. (1965) (11)
A universal space for normal bundles ofn-manifolds (1979) (10)
Rational and real homotopy theory with arbitrary fundamental groups (1993) (9)
Algebraic Bordism Groups (1964) (8)
The homology of BO and some results about the Steenrod algebra (1977) (8)
On immersions of n-Manifolds (1977) (8)
Nonexistence of low dimension relations between Stiefel-Whitney classes (1962) (8)
A REMARK CONCERNING IMMERSIONS OF Sn IN R2n (1973) (7)
A Note on Stiefel Manifolds (1965) (7)
SOME REMARKS ABOUT SYMMETRIC FUNCTIONS (1976) (6)
Framed manifolds with a fixed point free involution. (1976) (6)
Relations Among Characteristic Classes: II (1965) (6)
The Serre spectral sequence theorem for continuous and ordinary cohomology (1994) (6)
A product formula for generalizations of the Kervaire invariant (1976) (5)
The Kervaire invariant and surgery theory (2000) (4)
Correction to Cohomology Theories (1963) (4)
The cohomology of _{} and _{} with integer coefficients (1982) (4)
On the stable decomposition of $\Omega \sp{2}S\sp{r+2}$ (1978) (3)
CHAPTER 17 – Real and Rational Homotopy Theory (1995) (3)
On real homotopy theory (1989) (3)
SPLIT COMPLEXES, CONTINUOUS COHOMOLOGY, AND LIE ALGEBRAS (1994) (2)
A product formula for an Arf-Kervaire invariant (1974) (2)
Some algebraic constructions in rational homotopy theory (1997) (2)
Relations between Stiefel-Whitney classes of manifolds (1963) (2)
Computation of the unoriented cobordism ring (1976) (2)
Topological Topics: The real dimension of a vector bundle at the prime two (1983) (1)
Continuous cohomology and real homotopy type II (2019) (1)
New Developments in Topology: The Pontrjagin dual of a spectrum (1974) (1)
IV. The Adams Spectral Sequence of Ω2S3 and Brown Gitlet Spectra (1988) (1)
The "two Cultures", Mathematics and Postmodernism (2004) (1)
On Social Security & the aging of America (2006) (0)
SHORT COMPLETE PROOFS OF THE SERRE SPECTRAL SEQUENCE THEOREMS (1997) (0)
KO-obstructions of non-abelian group action on spin manifolds (1997) (0)
The cohomology of $B{\rm SO}\sb{n}$ and $B{\rm O}\sb{n}$ with integer coefficients (1982) (0)
AN APPLICATION OF COMPLEX BORDISM TO THE STABLE HOMOTOPY GROUPS OF SPHERES (2007) (0)
THE STABLE HOMOTOPY TYPE OF ΩnSn+r (1979) (0)
ON THE STABLE DECOM1POSITION OF 52Sr+2 (2016) (0)
EXISTENCE OF THE STABLE HOMOTOPY FAMILY {yj (2007) (0)
Franklin P. Peterson (1930–2000), Volume 48, Number 10 (2001) (0)
MANIFOLDS OF THE HOMOTOPY TYPE OF (NON-LIE) GROUPS BY JAMES D. STASHEFF (2007) (0)
NONEXISTENCE OF LOW DIMENSION RELATIONS BETWEEN STIEFEL (2010) (0)
THE EXISTENCE OF FREE METACYCLIC ACTIONS ON HOMOTOPY SPHERES (2007) (0)
The Kervaire Invariant of 8 k + 2-Manifolds Author ( s ) : (2007) (0)

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What Schools Are Affiliated With Edgar H. Brown?

Edgar H. Brown is affiliated with the following schools:

Edgar H. Brown's Academic­Influence.com Rankings