Brian Kuttner

Brian Kuttner's AcademicInfluence.com Rankings

Brian Kuttner

Mathematics

#7617

World Rank

#10329

Historical Rank

Measure Theory

#2945

World Rank

#3498

Historical Rank

mathematics Degrees

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Mathematics

Why Is Brian Kuttner Influential?

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According to Wikipedia, Brian Kuttner was an English mathematician who worked on Fourier Series.

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Brian Kuttner'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 Differences of Fractional Order (1957) (138)
Some sequence spaces and absolute almost convergence (1984) (22)
On Discontinuous Riesz Means of Type n (1962) (20)
Some Relations Between Different Kinds of Riemann Summability (1936) (17)
On the Gibbs Phenomenon for Riesz Means (1944) (16)
On the Riesz Means of a Fourier Series (II) (1944) (16)
Some Theorems on Fractional Derivatives (1953) (16)
The Relation Between Riemann and Cesàro Summability (1935) (15)
The High Indices Theorem for Discontinuous Riesz Means (1964) (13)
On absolute almost convergence (1991) (12)
On dual summability methods (1972) (12)
On Positive Riesz and Abel Typical Means (1946) (11)
On the necessary conditions for absolute weighted arithmetic mean summability factors (1989) (9)
Note on the “Second Theorem of Consistency” for Riesz Summability (1951) (8)
Matrix Transformations of Strongly Summable Series (1975) (8)
On ‘translated quasi-Cesàro’ summability (1966) (8)
ON STRONG CONVERGENCE FACTORS (1965) (7)
A Tauberian Theorem for Discontinuous Riesz Means (II) (1963) (6)
Relations between (N, pn) and (, pn) summability (1968) (6)
Reviewing designs in cyberspace (1996) (6)
A Theorem on Trigonometric Series (1935) (6)
SOME REMARKS ON QUASI-HAUSDORFF TRANSFORMATIONS (1957) (5)
Some Theorems on the Relation between Riesz and Abel Typical Means (1961) (5)
TRANSLATIVITY OF SOME ABSOLUTE SUMMABILITY METHODS (1994) (4)
STRONG CESÀRO SUMMABILITY FACTORS (1970) (4)
A Limitation Theorem for Differences of Fractional Order (1968) (4)
A Tauberian theorem for Borel summability (1987) (4)
Some Theorems on Riesz and Cesaro Sums (1939) (4)
A Theorem on Riesz Summability (1953) (4)
On the “Second Theorem of Consistency” for Riesz Summability (II) (1952) (4)
On non-uniqueness of the order of saturation (II) (1978) (4)
On the ‘Second Theorem of Consistency’ for Absolute Riesz Summability (1974) (4)
On the absolute matrix summability of Fourier series (1972) (4)
Manufacturing expert system: An object oriented approach to feature driven process automation (1988) (3)
The relation between different types of Abel summability (1949) (3)
Some Theorems on the Cesàro Limit of a Function (1958) (3)
Potent Conservative Summability Methods (1994) (3)
Note on the Generalised Nörlund Transformation (1967) (3)
Saturation results for a class of linear operators (1983) (3)
Lacunary theorems for Cesàro means (1983) (3)
The Problem of “Total Translativity” for Hölder Summability (1954) (3)
On Discontinuous Riesz Means of Order 2 (1965) (2)
AN INCLUSION THEOREM FOR HAUSDORFF SUMMABILITY METHOD ASSOCIATED WITH FRACTIONAL INTEGRALS (1971) (2)
The Problem of ‘Translativity’ for Hausdorff Summability (1956) (2)
Note on Riemann Summability (1936) (2)
A Further Note on the Gibbs Phenomenon (1947) (2)
Note on the Riesz Means of a Fourier Series (1943) (2)
A Product Theorem and A Tauberian Theorem for Euler Methods (1978) (2)
Note on the Gibbs Phenomenon (1945) (2)
A generalization of Abel summability (1936) (2)
On a Certain Quasi‐Hausdorff Transformation (1959) (2)
On Translative Summability Methods (II) (1971) (2)
Prof. G. N. Watson, F.R.S. (1965) (2)
The Generalized Limit of a Function (1942) (2)
A tauberian theorem for Cesàro summability (1977) (2)
A note on strong Cesàro summability (1980) (2)
Strong convergence. (1979) (1)
On Strong Nörlund Summability Fields (1972) (1)
On the gibbs phenomenon for quasi-Hausdorff means (1963) (1)
Matrices which Sum all Bounded Cesàro Summable Sequences (1981) (1)
A RELATION BETWEEN TAUBERIAN CLASSES (1962) (1)
A Tauberian theorem for Hausdorff methods (1988) (1)
On Iterated Riesz Transforms of Order 1 (1974) (1)
On De La Vallée Poussin and Abel Summability (1972) (1)
A Theorem on Abel Summability (1962) (1)
A comparison between Euler and Cesàro methods of summability (1994) (1)
On totally regular summability methods (1966) (1)
Bounded Sequences and Nörlund Means (1979) (1)
Some theorems on strong regularity of Nörlund methods (1974) (1)
Approximation by interpolating polynomials (1978) (1)
Divisor Functions: Fourier Integral Theorems (1934) (1)
On the Nörlund Summability of a Cauchy Product Series (1965) (1)
On total translativity of Hausdorff transformations (1971) (1)
A counter-example in summability theory (1978) (1)
On Cores of Sequences and of Their Transforms by Regular Matrices (1956) (1)
Inclusion Theorems for the Absolute Summability of Divergent Integrals (1983) (1)
The Relation Between de la Vallée Poussin and Abel Summability (1938) (1)
A New Method of Summability (1951) (1)
On Riemann summability of functions (1974) (0)
On Bounded Bilinear Forms, and the Summability of a Cauchy Product Series (1959) (0)
Note on a scale of Abel-type summability methods. (1978) (0)
Computer-Aided Plastic Engineering at Ford Motor Co. (1985) (0)
The Problem of ‘Translativity’ for Hausdorff Summability (Addendum) (1959) (0)
A Note on Some Relations between Methods of Summability (1951) (0)
On ( h(n)) summability methods (1985) (0)
On Mercerian Sets (1977) (0)
On ‘translated quasi-Cesàro’ summability. II (1969) (0)
A Theorem on the Representation of certain Sequence Spaces (1988) (0)
A Theorem on Hölder Means (1948) (0)
Review: K. Chandrasekharan and S. Minakshisundaram, Typical means (1954) (0)
Cesàro iterations of Hausdorff matrices (1975) (0)
Absolute summability functions for Hausdorff methods (1982) (0)
On Mercerian Sets (II) (1980) (0)
Matrices with Infinite Norm (1979) (0)
Some quasi-Hausdorff transformations (1974) (0)
Summability of Interpolating Polynomials (1980) (0)
Sequences summable by some Riesz mean (1978) (0)
Some theorems on mercer's and other related transformations (1960) (0)

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Other Resources About Brian Kuttner

en.wikipedia.org

What Schools Are Affiliated With Brian Kuttner?

Brian Kuttner is affiliated with the following schools:

University of Göttingen
University of Birmingham
University of Cambridge