<--- Back to Details
First PageDocument Content
Milü / Approximations of π / William Shanks / Jamshīd al-Kāshī / Zu Chongzhi / Mādhava of Sañgamāgrama / Chinese mathematics / Ludolph van Ceulen / William Rutherford / Pi / Mathematics / Mathematical analysis
Date: 2006-08-13 23:51:54
Milü
Approximations of π
William Shanks
Jamshīd al-Kāshī
Zu Chongzhi
Mādhava of Sañgamāgrama
Chinese mathematics
Ludolph van Ceulen
William Rutherford
Pi
Mathematics
Mathematical analysis

Add to Reading List

Source URL: www.math.auckland.ac.nz

Download Document from Source Website

File Size: 24,54 KB

Share Document on Facebook

Similar Documents

Approximations of π / William Shanks / Floating point / Peter Borwein / Factorial / Transcendental number / Gauss–Legendre algorithm / Inverse trigonometric functions / Sine / Mathematics / Pi / Mathematical analysis

Pi Day is upon us again and we still do not know if Pi is normal David H. Bailey∗, Jonathan Borwein† March 14, 2014 Abstract

DocID: YDsY - View Document

Electronic publishing / Publishing / Android devices / Barnes & Noble / E-books

Trial Exhibit PX-0118 : E-mail from William Lynch to David Shanks re "A question" : U.S. v. Apple, et al.

DocID: fXAr - View Document

Approximations of π / William Shanks / Squaring the circle / Milü / Number / Chronology of computation of π / Pi / Mathematics / Mathematical analysis

DOC Document

DocID: 4YbA - View Document

Intelligent design movement / Creationist objections to evolution / Theology / William A. Dembski / Niall Shanks / Specified complexity / Michael Behe / Discovery Institute / The Design Inference / Intelligent design / Creationism / Pseudoscience

Ars Disputandi Volume[removed]ISSN: [removed]

DocID: 1YTl - View Document

Approximations of π / Bailey–Borwein–Plouffe formula / Peter Borwein / Floating point / William Shanks / Yasumasa Kanada / Convergent / Number / 142857 / Mathematics / Pi / Mathematical analysis

HV6-driver.dvi

DocID: 1CJe - View Document