SU\G(𝔸)/K·U

The Approximate Functional Equation for the Multiple Theta-Function and the Trigonometric Sums Associated Therewith

A. Oppenheim

Type: Article

Publication Date: 1928-01-01

Citations: 4

DOI: https://doi.org/10.1112/plms/s2-28.1.476

Locations

  • Proceedings of the London Mathematical Society - View

Similar Works

Action Title Year Authors
+ The Approximate Functional Formula for the Theta Function 1926 L. J. Mordell
+ The Approximate Functional Formula for the Theta Function 1927 J. R. Wilton
+ PDF Chat Note on the Formula for the Multiplication of Four Theta Functions 1878 Henry J. Stephen Smith
+ PDF Chat On the Formula for the Multiplication of four Theta Functions 1865 Henry J. Stephen Smith
+ An Approximate Functional Equation for the Product of Two ζ-Functions 1930 J. R. Wilton
+ PDF Chat A Formula in the Theory of Single Theta-Functions 1900 A. C. Dixon
+ Integrals and Trigonometric Series 1951 J. C. Burkill
+ The Cesàro Summation of Trigonometric Series 1932 S. Verblunsky
+ PDF Chat A memoir on the single and double theta-functions 2009 Arthur Cayley
+ Chapter 5. Estimates for multiple trigonometric sums 2004 Gennady I. Arkhipov
В. Н. Чубариков
Anatoly A. Karatsuba
+ Note on the Products for the Theta-Functions 1938 J. M. Whittaker
W. N. Bailey
+ Trigonometric Integrals and Harmonic Functions 1935 S. Verblunsky
+ Approximate Calculation of Multiple Integrals (A. H. Stroud) 1973 Frank Stenger
+ Summation of multiple trigonometric Fourier series 1991 Ravshan Ashurov
+ PDF Chat Errata and Addenda 1897
+ The Expression of Trigonometrical Series in Fourier Form 1936 J. C. Burkill
+ The Approximation of Functions and Integrals by a Linear Combination of Functions 1930 Prescott D. Crout
+ On the Summation of Multiple Fourier Series. II 1948 K. Chandrasekharan
+ Chapter 4. Mean value theorems for multiple trigonometric sums 2004 Gennady I. Arkhipov
В. Н. Чубариков
Anatoly A. Karatsuba
+ On the Summation of Multiple Fourier Series. I 1948 K. Chandrasekharan

Works That Cite This (4)

Action Title Year Authors
+ PDF Chat Sur certaines équations fonctionnelles approchées, liées à la transformation de Gauss 2018 Michel Balazard
Bruno Martin
+ On the Size of $$\sum\limits_{\text{n} \leqslant \text{x}} {\text{d(n)e(nx)}}$$ 1987 Takeshi Kano
+ Identities for trigonometric divisor sums 2016 Sun Kim
+ Sur certaines \'equations fonctionnelles approch\'ees, li\'ees \`a la transformation de Gauss. 2018 Michel Balazard
Bruno Martin

Works Cited by This (0)

Action Title Year Authors