Philip Hall

Q: What Schools Are Affiliated With Philip Hall

Philip Hall is affiliated with the following schools: University of Manchester, University of Cambridge

Philip Hall's AcademicInfluence.com Rankings

Philip Hall

Mathematics

#1105

Historical Rank

Group Theory

#12

Historical Rank

Algebra

#42

Historical Rank

Measure Theory

#824

Historical Rank

mathematics Degrees

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Mathematics

Why Is Philip Hall Influential?

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According to Wikipedia, Philip Hall FRS , was an English mathematician. His major work was on group theory, notably on finite groups and solvable groups. Biography He was educated first at Christ's Hospital, where he won the Thompson Gold Medal for mathematics, and later at King's College, Cambridge. He was elected a Fellow of the Royal Society in 1951 and awarded its Sylvester Medal in 1961. He was President of the London Mathematical Society in 1955–1957, and awarded its Berwick Prize in 1958 and De Morgan Medal in 1965.

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Philip Hall'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

On Representatives of Subsets (1935) (1932)
On the p‐Length of p‐Soluble Groups and Reduction Theorems for Burnside's Problem (1956) (449)
A Contribution to the Theory of Groups of Prime‐Power Order (1934) (440)
Finiteness Conditions for Soluble Groups (1954) (373)
THE EULERIAN FUNCTIONS OF A GROUP (1936) (337)
On the Finiteness of Certain Soluble Groups (1959) (281)
Theorems Like Sylow's (1956) (198)
Some sufficient conditions for a group to be nilpotent (1958) (184)
A Characteristic Property of Soluble Groups (1937) (170)
A Note on Soluble Groups (1928) (163)
Some Constructions for Locally Finite Groups (1959) (126)
Finite-by-nilpotent groups (1956) (107)
The Frattini Subgroups of Finitely Generated Groups (1961) (101)
On a conjecture of Nagata (1956) (89)
A Property of Locally Finite Groups (1964) (84)
On non-strictly simple groups (1963) (67)
On the Sylow Systems of a Soluble Group (1938) (67)
Wreath Powers and Characteristically Simple Groups (1962) (67)
On the embedding of a group in a join of given groups (1974) (62)
On the System Normalizers of a Soluble Group (1938) (59)
On a Theorem of Frobenius (1936) (46)
A partition formula connected with Abelian groups (1938) (42)
On locally nilpotent groups (1956) (40)
Verbal and marginal subgroups. (1940) (40)
The Stability Group of a Series of Subgroups (1966) (39)
Periodic FC-Groups (1959) (37)
On groups of automorphisms. (1940) (35)
The Splitting Properties of Relatively Free Groups (1954) (33)
The existence of subgroups of given order in finite groups (1957) (25)
A Note on SI¯-Groups (1964) (21)
On the finiteness of semigroups in which xr = x (1964) (14)
The construction of soluble groups. (1940) (11)
Integral modular forms and summation formulae (1947) (8)
A Picard theorem with an application to minimal surfaces. II (1989) (3)
Finite groups in which any two subgroups of the same order are isomorphic (1958) (3)
On direct decompositions. II (1952) (3)
Topological properties of minimal surfaces (1983) (1)
On the space of homeomorphisms of $E^3$ (1969) (1)
Note on a theorem of R. Baer (1949) (1)
Local Connectivity of the Space of Homeomorphisms of a Non-Compact Manifold (1968) (0)

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