Robert Evert Stong | Academic Influence

Robert Evert Stong's AcademicInfluence.com Rankings

Robert Evert Stong

Mathematics

#4626

World Rank

#6550

Historical Rank

#1572

USA Rank

Measure Theory

#2620

World Rank

#3135

Historical Rank

#749

USA Rank

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Mathematics

Robert Evert Stong's Degrees

PhD Mathematics Princeton University
Masters Mathematics Princeton University
Bachelors Mathematics Stanford University

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Why Is Robert Evert Stong Influential?

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According to Wikipedia, Robert Evert Stong was a mathematician at the University of Virginia who proved the Hattori–Stong theorem. Early life and education Stong received a B.A. and M.A. in mathematics at the University of Oklahoma. He received a Ph.D. in mathematics from the University of Chicago in 1962. His Ph.D. dissertation, Some relations among characteristic classes and numbers, was written under the supervision of Richard Lashof. He served on active duty with the United States Army Reserves from 1962 to 1965 and was stationed at Fort Benjamin Harrison and the Pentagon. He worked on computer development and rose to the rank of captain.

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Robert Evert Stong'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

Notes on cobordism theory (1968) (604)
Finite topological spaces (1966) (127)
Realizability of branched coverings of surfaces (1984) (105)
Involutions and characteristic numbers (1978) (87)
Relations among characteristic numbers—I (1965) (73)
Circle actions on spin manifolds and characteristic numbers (1988) (65)
Periodic Cohomology Theories Defined by Elliptic Curves (2004) (62)
Unoriented bordism and actions of finite groups (1970) (61)
Cup products in Grassmannians (1982) (60)
Determination of H ∗ (BO(k,...,∞), Z 2 ) and H ∗ (BU(k,..., ∞),Z 2 ) (1963) (47)
On fibering of cobordism classes (1973) (47)
The depth of rings of invariants over finite fields (1987) (38)
Equivariant bordism and $(Z\sb{2})\sp{k}$ actions (1970) (37)
Determination of *((,\cdots,∞),₂) and *((,\cdots,∞),₂) (1963) (34)
Involutions fixing (point)⌣Fn (2001) (28)
Some Remarks on Symplectic Cobordism (1967) (27)
The rank of an $f$-structure (1977) (25)
On the invariant theory of finite groups: Orbit polynomials and splitting principles (1987) (25)
Involutions fixing projective spaces. (1966) (21)
Bordism and Involutions (1969) (18)
Cobordism of maps (1966) (18)
Immersion dimension for real Grassmannians (1981) (17)
Stable parallelizability of lens spaces (1977) (15)
Projective bundle ideals and Poincaré duality algebras (2011) (15)
Poincaré algebras modulo an odd prime (1974) (12)
Vector bundles over Dold manifolds (2001) (11)
Thom modules and pseudoreflection groups (1989) (11)
A NOTE ON THE SEQUENTIAL UNCONSTRAINED MINIMIZATION TECHNIQUE FOR NON-LINEAR PROGRAMMING * (1965) (10)
Invariants of binary bilinear forms modulo two (2010) (10)
Semicharacteristics of oriented grassmannians (1984) (10)
Involutions fixing products of circles (1993) (10)
Review: Robert M. Switzer, Algebraic topology— homotopy and homology (1976) (9)
Poincaré duality algebras mod two (2010) (9)
Cobordism and Stiefel–Whitney numbers (1965) (8)
Group actions having one fixed point (1986) (7)
A bilinear form for spin manifolds (1987) (7)
STIEFEL-WHITNEY CLASSES OF MANIFOLDS (1977) (6)
Subbundles of the tangent bundle (1974) (6)
Immersions of real flag manifolds (1983) (6)
On Complex-Spin Manifolds (1967) (5)
Normal characteristic numbers (2001) (5)
Stationary point free group actions (1967) (5)
Mapping Zr into Zs with Maximal Contraction (1998) (5)
Manifolds with reflecting boundary (1974) (5)
Some differential geometric properties of submanifolds of Euclidean spaces (1961) (5)
Equivariant bordism and Smith theory. II (1971) (4)
On the squares of oriented manifolds (1966) (4)
Involutions withn-dimensional fixed set (1981) (4)
Dirichlet series and homology theory (1988) (3)
Orientability Mod 2 (1976) (3)
Orientability of bundles (1972) (3)
SOME CHARACTERIZATIONS OF RIEMANN n-SPHERES (1960) (3)
The structure of BSℂ (1968) (3)
Branched coverings. II (1983) (2)
Bilinear forms on manifolds (1973) (2)
Some global properties of hypersurfaces (1960) (2)
Manifolds which immerse in small codimension (1983) (2)
A problem of adams on H* (BG;Zp) (1985) (2)
Relations among Stiefel-Whitney classes (1964) (1)
On m-Primary Irreducible Ideals in F [ x , y ] (2008) (1)
Splitting universal bundles over flag manifolds (1982) (1)
An adjoint representation for polynomial algebras (1987) (1)
Semi-free group actions (1979) (1)
Cobordism of homology classes (1970) (1)
Pseudofree actions and the greedy algorithm (1983) (1)
FreeS1 actions (1977) (1)
Equivariant bordism of maps (1973) (1)
2-TORUS MANIFOLDS, COBORDISM AND SMALL COVERS (2009) (1)
Chapter II. Manifolds with Structure - The Pontrjagin-Thom Theorem (1969) (0)
Appendix 2. Differentiable Manifolds (1969) (0)
Involutions on Complex Manifolds (1973) (0)
Map bordism of maps (1972) (0)
Projective Bundle Ideals Constructions of m-primary irreducible Ideals in Polynomial Algebras (2008) (0)
Chapter I. Introduction - Cobordism Categories (1969) (0)
Appendix 1. Advanced Calculus (1969) (0)
Chapter VIII. σ1 - Restricted Cobordism (1969) (0)
Determination of $H\sp{\ast} ({\rm BO}(k,\cdots,\infty ),Z\sb{2})$\ and $H\sp{\ast} ({\rm BU}(k,\cdots,\infty ),Z\sb{2})$ (1963) (0)
CTERISTICS OF ORIENTED GRASSMANNIANS (2001) (0)
Chapter VII. Complex Cobordism (1969) (0)
Equivariant immersion and imbedding up to cobordism (1974) (0)
Tangential cobordism (1975) (0)
Free involutions (1979) (0)
On manifolds with conjugation (1971) (0)
Chapter III. Characteristic Classes and Numbers (1969) (0)
Chapter IX. Oriented Cobordism (1969) (0)
e Duality Algebras Mod Two Poincar ´ e Duality Algebras Mod Two Poincar ´ e Duality Algebras Mod Two Poincar ´ e Duality Algebras Mod Two Poincar ´ e Duality Algebras Mod Two (2008) (0)
Spin manifolds are decomposable (1977) (0)
Locally free actions and Stiefel-Whitney numbers. II (1977) (0)
A dual to the bordism concept (1972) (0)
Review: Max Karoubi, $K$-theory, an introduction (1979) (0)
A note on “on manifolds with conjugation” (1972) (0)
Chapter IV. The Interesting Examples-A Survey of the Literature (1969) (0)
COBORDISM CLASSES OF FIBER BUNDLES (2004) (0)
Algebraic classification of diffeomorphisms (1979) (0)
Structure preserving group actions on stably almost complex manifolds (1973) (0)
Cohomology of a bounding manifold (1973) (0)
Chapter V. Cohomology of Classifying Spaces (1969) (0)
Clifford algebra cobordism (1969) (0)
Deficiencies of smooth manifolds (1985) (0)
Induced cobordism theories--an example. (1976) (0)
Chapter X. Special Unitary Cobordism (1969) (0)
Chapter XI. Spin, Spinc and Similar Nonsense (1969) (0)

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