Dedekind eta function

Known as: Eta-quotient, Eta (disambiguation), Dedekind eta-function

In mathematics, the Dedekind eta function, named after Richard Dedekind, is a modular form of weight 1/2 and is a function defined on the upper half…

Papers overview

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2016

This paper describes the derivation of the level 5 versions of Ramanujan’s system of ordinary differential equations satisfied by…

2015

Recently, Williams and then Yao, Xia, Jin yao discovered the explicit formulas of the coefficients of Fourier series expansions…

2011

A natural question about Dedekind sums is to find conditions on the integers $a_1, a_2$, and $b$ such that $s(a_1,b) = s(a_2, b…

2009

In this paper we give an introduction to nonstandard analysis, starting with an ultrapower construction of the hyperreals. We…

2005

Arguably the most efficient algorithm currently known for the extended precision calculation of π is a quartic iteration due to J…

2004

According to Txillardegi, without linguistic self-determination there will not be political self-determination. The author…

2001

The main purpose of this paper is to introduce a general Dedekind sums, and deduce one kind identities for Dirichlet L-functions.

2000

1996

Arguably the most efficient algorithm currently known for the extended precision calculation of $\pi$ is a quartic iteration due…

1984

The vacuum charge of a second quantized spinor field in a static classical background field on a static spacetime is studied…