Samuel Verblunsky
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Mathematician
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Samuel Verblunskymathematics Degrees
Mathematics
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#9088
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Measure Theory
#2158
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#2602
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Mathematics
Samuel Verblunsky's Degrees
- PhD Mathematics Princeton University
- Masters Mathematics Stanford University
Why Is Samuel Verblunsky Influential?
(Suggest an Edit or Addition)According to Wikipedia, Samuel Verblunsky was a British mathematician who introduced Verblunsky's theorem and Verblunsky coefficients. His early work on orthogonal polynomials and harmonic functions was neglected for many years, until publicized by Barry Simon.
Samuel Verblunsky'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 Positive Polynomials (1945) (122)
- On Positive Harmonic Functions: A Contribution to the Algebra of Fourier Series (1935) (81)
- On Positive Harmonic Functions (1936) (72)
- On the shortest path through a number of points (1951) (48)
- On the Least Number of Unit Circles Which Can Cover a Square (1949) (27)
- ON AN EXPANSION IN EXPONENTIAL SERIES (1956) (24)
- On the Peano Derivatives (1971) (22)
- The relation between Riemann's method of summation and Cesàro's (1930) (21)
- On the Theory of Trigonometric Series (III) (1932) (20)
- Fourier Constants and Lebesgue Classes (1935) (15)
- On a Descriptive Definition of Cesàro-Perron Integrals (1971) (14)
- On the theory of trigonometric series V (1933) (13)
- On a class of integral functions (1957) (13)
- On a Class of Differential-Difference Equations (1956) (11)
- The Convergence of Singular Integrals (1930) (9)
- On some Classes of Fourier Series (1932) (7)
- On the Limit of a Function at a Point (1931) (7)
- On a class of Cauchy exponential series (1961) (6)
- ON SOME BIORTHOGONAL SYSTEMS (II) (1963) (6)
- On Green's Formula (1949) (6)
- Note on the sum of an oscillating series, II (1930) (5)
- Two moment problems for bounded functions (1946) (5)
- Some theorems on F. A. series (1954) (5)
- On a Class of Integral Operators. II (1966) (5)
- On a class of integral operators (1967) (5)
- On Summable Trigonometric Series (4)
- ON AN EXPANSION IN EXPONENTIAL SERIES (II) (1959) (4)
- Solution of a Moment Problem for Bounded Functions (1936) (4)
- On Positive Harmonic Functions in a Half-Plane (1935) (4)
- A uniqueness theorem for the exponential series of Herglotz (1960) (3)
- The Generalized Fourth Derivative (1931) (3)
- On the initial moments of a bounded function (1947) (3)
- Trigonometric Integrals and Harmonic Functions (1935) (3)
- The Generalized Third Derivative and its Application to the Theory of Trigonometric Series (3)
- The Cesàro Summation of Trigonometric Series (1932) (3)
- An introduction to the theory of functions of a real variable (1940) (3)
- On two theorems of S. Verblunsky (1950) (3)
- On the Circumradius of a Bounded Set (1952) (3)
- On a class of perfect sets (1935) (2)
- On a class of biorthogonal expansions (1966) (2)
- On the Fourier Constants of a Bounded Function (1936) (2)
- A theorem on positive harmonic functions (1949) (2)
- On a class of infinite products (1964) (2)
- Inequalities for the derivatives of a bounded harmonic function (1948) (2)
- A theorem on quartic polynomials (1950) (2)
- A theorem on cubic polynomials (1949) (1)
- A note on positive harmonic functions (1948) (1)
- On a Class of Biorthogonal Expansions, III (1972) (1)
- On the stability of the set of exponents of a Cauchy exponential series. (1966) (1)
- On the parametric representation of bounded functions (1936) (1)
- Note on Continuous Functionals (1931) (1)
- An Extension of the Inequality of Rajchman–Zygmund (1980) (1)
- On a Class of Cauchy Exponential Series. II (1962) (1)
- On a Fundamental Formula of Potential Theory (1951) (1)
- On the roots of a transcendental equation, occurring in the theory of trigonometric series (1954) (1)
- On a problem of moments (1949) (1)
- Inequalities for the Integrals of Positive Harmonic Functions Along Contours (1949) (1)
- Note on Summable Trigonometric Series (1931) (1)
- On Summable Trigonometric Integrals (1931) (1)
- Robert Mark Gabriel (1958) (1)
- A further note on a class of integral operators (1970) (1)
- Some Theorems on Moment Constants and Functions (1934) (0)
- Note on the Integration of Trigonometric Series (1932) (0)
- Note on the modified Heine-Borel Theorem (1930) (0)
- Some Theorems on Generalized Fourier Constants (1934) (0)
- On a Class of Harmonic Functions (1948) (0)
- A property of continuous arcs (1930) (0)
- Note on the Gibbs Phenomenon (1930) (0)
- An Outline of the Theory of F 2 Series (1955) (0)
- The Symmetric Derivative and its application to the Theory of Trigonometric Series (1931) (0)
- On a Class of Cubics (1947) (0)
- On the curvature of level curves (1952) (0)
- A UNIQUENESS THEOREM FOR TRIGONOMETRIC SERIES (1931) (0)
- A Uniqueness Theorem for Series of Generalized Eigenfunctions (1978) (0)
- A Uniqueness Theorem for Exponential Series (1964) (0)
- Note on the Gibbs Phenomenon, II (1931) (0)
- A Note on Tauberian Theorems and Harmonic Functions (1947) (0)
- On the Moments of a Concave Function (1947) (0)
- Additional note on two moment problems for bounded functions (1948) (0)
- A Property of Continuous Arcs, II (1930) (0)
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