Harold Douglas Ursell

Harold Douglas Ursell's AcademicInfluence.com Rankings

Mathematics

#11034

Historical Rank

Measure Theory

#3776

Historical Rank

mathematics Degrees

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Mathematics

Why Is Harold Douglas Ursell Influential?

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According to Wikipedia, Harold Douglas Ursell was an English mathematician who is best known for Ursell function.

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Harold Douglas Ursell'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

The evaluation of Gibbs' phase-integral for imperfect gases (1927) (181)
Sets of Fractional Dimensions (V) : On Dimensional Numbers of Some continuous Curves (1937) (125)
Random walk on a sphere and on a Riemannian manifold (1960) (102)
Continued Fractions in Several Dimensions (1930) (52)
Remarks on the theory of prime ends (1951) (34)
On one-dimensional regular assemblies (1948) (33)
Some methods of proving measurability (1939) (14)
The choice of the standard unit cell in a triclinic lattice (1957) (14)
Note on the Transfinite Diameter (1938) (13)
Inequalities Between Sums of Powers (1959) (13)
On the Lightness and Strong Interiority of Analytic Functions (1952) (8)
On the Behaviour of a Certain Sequence of Functions Derived From a Given One (1937) (8)
Parseval's Theorem for Almost‐Periodic Functions (1931) (8)
The Degrees of Radical Extensions (1974) (4)
Transfinite Numbers and Cosmology (1962) (1)
Transfinite Numbers and Cosmology (1962) (1)
On the Convergence Almost Everywhere of Rademacher's Series and of the Bochnerfejér Sums of a Function almost Periodic in the Sense of Stepanoff (1932) (1)
Normality of Almost Periodic Functions (1)
Cayley's problem of seven lines on a quartic surface (1929) (1)
On the Total Variation of {f(t+r)−f(t)} (1934) (1)
Analysis of the Conditions of Generalized almost Periodicity (1934) (1)
The Cantor Manifolds Lying on a Closed Surface. Part II (1935) (1)
Normality and almost Periodic Functions (1929) (1)
Simultaneous Linear Recurrence Relations with Variable Coefficients (1958) (1)
Centenary of the Birth of W. H. Young, F.R.S. (1963) (0)
On Quadrics Satisfying Nine Conditions (0)
R. R. Goldberg, Fourier Transforms (Cambridge University Press, 1961), viii + 76 pp., 21s. (1963) (0)
Note on Pauli's Exclusion Principle (1928) (0)
Intersections of Complexes (0)
A NOTE ON REDUCIBLE AND IRREDUCIBLE DISSECTIONS (1935) (0)
Topological Analysis (Revised edition). By G. T. Whyburn. Pp. xii, 125. 40s. 1964. (Princeton U.P. and Oxford U.P.) (1967) (0)
Set Topology. By R. Vaidanathaswamy 2nd edition. Pp. vi, 305. 1960. (Chelsea Publishing Co., New York) (1963) (0)
Remark on a paper by Spława-Neyman (1938) (0)
Introduction to Set Theory and Topology. By K. Kuratowski. Pp. 283. 45s. 1960. (Pergamon Press) (1964) (0)
Coincidence formulae in geometry (1929) (0)
The Dissection of Closed Surfaces and the Phragmen-Brouwer-Alexandroff Theorem. (1934) (0)
Introduction to Lattice Theory. By D. E. Rutherford. Pp. x, 117. 36s. 1966. (Oliver and Boyd) (1966) (0)
The motion of a solid through an infinite liquid under no forces (1941) (0)
Introduction to Calculus. By K. Ktjratowski. Pp. 315. 35s. 1961. (Pergamon Press) (1964) (0)

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Other Resources About Harold Douglas Ursell

en.wikipedia.org

What Schools Are Affiliated With Harold Douglas Ursell?

Harold Douglas Ursell is affiliated with the following schools:

University of Manchester