Raymond Paley
#9,494
Most Influential Person Across History
English mathematician
Raymond Paley's AcademicInfluence.com Rankings
Raymond Paleymathematics Degrees
Mathematics
#402
Historical Rank
Number Theory
#86
Historical Rank
Measure Theory
#1320
Historical Rank

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Mathematics
Why Is Raymond Paley Influential?
(Suggest an Edit or Addition)According to Wikipedia, Raymond Edward Alan Christopher Paley was an English mathematician who made significant contributions to mathematical analysis before dying young in a skiing accident. Life Paley was born in Bournemouth, England, the son of an artillery officer who died of tuberculosis before Paley was born. He was educated at Eton College as a King's Scholar and at Trinity College, Cambridge. He became a wrangler in 1928, and with J. A. Todd, he was one of two winners of the 1930 Smith's Prize examination.
Raymond Paley'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
- Fourier Transforms in the Complex Domain (1934) (1287)
- A Remarkable Series of Orthogonal Functions (I) (1932) (401)
- On Orthogonal Matrices (1933) (360)
- Theorems on Fourier Series and Power Series (II) (1937) (227)
- Theorems on Fourier Series and Power Series (1931) (209)
- Notes on random functions (1933) (182)
- On some series of functions, (3) (1930) (152)
- A note on analytic functions in the unit circle (1932) (126)
- On the Lacunary Coefficients of Power Series (1933) (70)
- A Theorem on Characters (1932) (68)
- Continued Fractions in Several Dimensions (1930) (52)
- Notes on the theory and application of Fourier transforms. I, II (1933) (46)
- Some theorems on orthogonal functions (1) (1931) (34)
- On Lacunary Power Series. (1933) (32)
- A Note on Power Series (1932) (28)
- THEOREMS ON POLYNOMIALS IN A GALOIS FIELD (1933) (28)
- On the k‐Analogues of some Theorems in the Theory of the Riemann σ‐Function (1931) (22)
- On the Cesàro summability of Fourier series and Allied series (1930) (20)
- A note on integral functions (1932) (20)
- Some theorems on abstract spaces (1936) (20)
- On Fourier Series with Positive Coefficients (1932) (16)
- Notes on the theory and application of Fourier transforms. III, IV, V, VI, VII (1933) (15)
- A Proof of a Theorem on Bilinear Forms (1931) (14)
- A Proof of a Theorem on Averages (7)
- On Some Problems Connected with Weierstrass's Non‐Differentiable Function (5)
- Quasi-analytic functions (1934) (4)
- Characters of Abelian Groups. (1933) (4)
- On the summation of Fourier series (1934) (4)
- On the partial sums of Fourier series (3)
- A class of singular integral equations (1934) (2)
- Non-harmonic Fourier series and a gap theorem (1934) (1)
- On the strong summability of Fourier series (1930) (1)
- Note on a theorem of Kolmogoroff and Menchoff (1933) (1)
- Szász’s theorem (0)
- Certain integral expansions (1934) (0)
- A special integral function (1933) (0)
- The harmonic analysis of random functions (1934) (0)
- The closure of sets of complex exponential functions (1934) (0)
- Entire functions of the exponential type (1934) (0)
- Generalized harmonic analysis in the complex domain (1934) (0)
- A Uniqueness Theorem on Trigonometrical Series (1930) (0)
- Proceedings at the Meetings Held During the Session 1933–1934 (1934) (0)
- A note on bilinear forms (1933) (0)
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What Schools Are Affiliated With Raymond Paley?
Raymond Paley is affiliated with the following schools: