A Planar Cubic Derived from the Logarithm of the Dedekind $$\eta $$-Function

Type: Article

Publication Date: 2021-07-22

Citations: 0

DOI: https://doi.org/10.1007/s00283-021-10093-7

Locations

  • The Mathematical Intelligencer - View - PDF

Similar Works

Action Title Year Authors
+ The logarithm of the dedekind ?-function 1987 Michael Atiyah
+ A relation between cubic exponential and Kloosterman sums 1993 W. Duke
H. Iwaniec
+ A combinatorial proof for the relation between the exponential function and the logarithmic function 2020 Ayaka Ishikawa
Hideaki Morita
+ Two Diophantine cubics 1954 W. R. Utz
+ A unit plan for exponential and logarithmic functions : an honors thesis (HONRS 499) 2002 Aaron P. Gogel
+ Four-Place Tables of Logarithms 2010 W. A. Granville
+ Napier and the Invention of Logarithms 1914 George Gibson
+ A description of the admirable table of logarithmes 1969 John Napier
+ Polynominals related to powers of the Dedekind eta function 2018 Bernhard Heim
Markus Neuhauser
+ PDF Chat Hyperbolic and Napierian Logarithms 1871 A. D. Wackerbarth
+ A note on cubic exponential sums 1993 Jörg Brüdern
+ PDF Chat A property of Dedekind’s 𝜓-function 1961 Eckford Cohen
+ PDF Chat An evaluation of Golomb’s constant 1968 W. C. Mitchell
+ The Dedekind Ď‚-function 1991 Helmut Koch
+ Characterizing the 2-Adic Order of the Logarithm 1994 Tamás Lengyel
+ The cubic formula in characteristic 3 2011 Dubravka Bodiroga
James Parson
+ The Logarithms of Napier 1927 Florian Cajori
+ PDF Chat The Base of Napier's Logarithms 1904 G. B. M.
+ Certain Modular Functions Similar to the Dedekind eta Function 2002 Taro Horie
Naruo Kanou
+ Character transformation formulae similar to those for the Dedekind eta-function 1973 Bruce C. Berndt

Works That Cite This (0)

Action Title Year Authors