Edwin E. Floyd
American mathematician
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Mathematics
Edwin E. Floyd's Degrees
- PhD Mathematics Princeton University
Why Is Edwin E. Floyd Influential?
(Suggest an Edit or Addition)According to Wikipedia, Edwin Earl Floyd was an American mathematician, specializing in topology . Education and career Floyd studied received in 1943 his bachelor's degree from the University of Alabama and in 1948 his Ph.D. from the University of Virginia under Gordon Whyburn with thesis The extension of homeomorphisms. He was in the academic year 1948–1949 an instructor at Princeton University and became in 1949 a member of the faculty of the University of Virginia, where in the 1960s he collaborated with Pierre Conner in research on cobordism theory. At the University of Virginia, he was the chair of the department of mathematics from 1966 to 1969 and since 1966 the Robert C. Taylor Professor of Mathematics. In 1974 he became the dean of the Faculty of Arts and Sciences and in 1981 the vice-president and provost of the university. In the academic years 1958/59 and 1963/64 he was a visiting scholar at the Institute for Advanced Study.
Edwin E. Floyd's Published Works
Published Works
- Differentiable periodic maps (1964) (817)
- The relation of cobordism to k-theories (1966) (222)
- Fixed point free involutions and equivariant maps (1960) (178)
- Seminar on transformation groups (AM-46) (1961) (80)
- On periodic maps and the Euler characteristics of associated spaces (1952) (80)
- Torsion in SU-bordism (1966) (47)
- Boolean algebras with pathological order topologies (1955) (46)
- Fibring within a cobordism class. (1965) (43)
- Real-valued mappings of spheres (1955) (40)
- An action of a finite group on an $n$-cell without stationary points (1959) (40)
- Periodic maps which preserve a complex structure (1964) (40)
- On the construction of periodic maps without fixed points (1959) (36)
- A nonhomogeneous minimal set (1949) (30)
- Differential Periodic Maps. (1967) (29)
- Torsion in -bordism (1966) (28)
- SOME CHARACTERIZATIONS OF INTERIOR MAPS (1950) (27)
- Fixed point free involutions and equivariant maps. II (1962) (26)
- Stiefel-Whitney numbers of quaternionic and related manifolds (1971) (23)
- Orbit spaces of finite transformation groups. I. (1953) (21)
- Chain theories and their derived homology (1968) (21)
- A characterization of reflexivity by the lattice of closed subspaces (1954) (18)
- ORBITS OF TORUS GROUPS OPERATING ON MANIFOLDS (1957) (14)
- Fixed Point Sets of Compact Abelian Lie Groups of Transformations (1957) (14)
- Orbit Spaces of Circle Groups of Transformations (1958) (14)
- Examples of Fixed Point Sets of Periodic Maps. II (1952) (10)
- Actions of (Zp)k without stationary points (1971) (10)
- Topological Dynamics . American Mathematical Society Colloquium Publications, vol. XXXVI. Walter H. Gottschalf and Gustav A. Hedlund. American Mathematical Society, Providence, R.I., 1955. 151 pp. $5.10. (1956) (8)
- A characterization of generalized manifolds. (1959) (8)
- A characterization theorem for monotone mappings (1953) (7)
- Coverings with connected intersections (1950) (7)
- The Number of Cells in a Non-Bounding Manifold (1973) (7)
- The extension of homeomorphisms (1949) (7)
- Closed coverings in Čech homology theory (1957) (7)
- The ${\text{SU}}$-bordism theory (1964) (7)
- Gordon T. Whyburn 1904-1969 (1971) (4)
- SOME RETRACTION PROPERTIES OF THE ORBIT DECOMPOSI- TION SPACES OF PERIODIC MAPS.* (1951) (4)
- On Related Periodic Maps (1952) (3)
- CHAPTER III: PERIODIC MAPS VIA SMITH THEORY (1961) (2)
- A NOTE ON THE ACTION OF SO(3) (1959) (1)
- On the extension of homeomorphisms on the interior of a two cell (1946) (1)
- The Thom isomorphism in K-theory (1966) (1)
- Differentiable involutions and bundles (1964) (0)
- Actions of finite abelian groups of odd prime power order (1964) (0)
- A note on the action of (3) (1959) (0)
- Differentiable actions of ( Z 2 ) k (1964) (0)
- U-manifolds with framed boundaries (1966) (0)
- CHAPTER XVIII. BORDISM GROUPS OF BUNDLES (1965) (0)
- Computation of the bordism groups (1964) (0)
- Fixed points of maps of odd prime period (1964) (0)
- The G-bordism groups (1964) (0)
- The structure of Ω*( Z p ), p an odd prime (1964) (0)
- Cobordism characteristic classes (1966) (0)
- CHAPTER VI: ISOTROPY SUBGROUPS OP TORAL GROUPS (1961) (0)
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