EXTENDED VALUES OF RAMANUJAN’S TAU FUNCTION

M.I. Qureshi; Chaudhary Wali Mohd.; Izharul H. Khan

M.I. Qureshi Department of Applied Sciences and Humanities Faculty of Engineering and Technology, Jamia Millia Islamia New Delhi-110025, India

Chaudhary Wali Mohd. Department of Applied Sciences and Humanities Faculty of Engineering and Technology, Jamia Millia Islamia New Delhi-110025, India

Izharul H. Khan Department of Applied Sciences and Humanities Faculty of Engineering and Technology, Jamia Millia Islamia New Delhi-110025, India

Volume 6, Issue 2 Pages 125-129 April 12, 2008 514 downloads

Article overview

Abstract

Present paper concerns mainly with verification and extension of table for τ(1), τ(2), τ(3), τ(4), · · · , τ(29), τ(30) of Ramanujan. Our extended table for τ(31), τ(32), · · · , τ(37) is obtained without using certain arithmetical functions defined by Ramanujan and also the theory of elliptic functions.

Keywords and Phrases

Ramanujan’s tau Function.

AMS Subject Classification

33A30.

Reference information

How to Cite

M.I. Qureshi, Chaudhary Wali Mohd., Izharul H. Khan (2008). EXTENDED VALUES OF RAMANUJAN’S TAU FUNCTION. South East Asian Journal of Mathematics and Mathematical Sciences, 6(2), 125-129.

Back to this issue