<--- Back to Details
First PageDocument Content
Mathematical constants / Integer sequences / Algebraic numbers / Sexagesimal / Square root of 2 / Square root / Yale Babylonian Collection / Regular number / Pi / Mathematics / Babylonian mathematics / Irrational numbers
Date: 2008-07-02 10:03:35
Mathematical constants
Integer sequences
Algebraic numbers
Sexagesimal
Square root of 2
Square root
Yale Babylonian Collection
Regular number
Pi
Mathematics
Babylonian mathematics
Irrational numbers

HISTORIA MATHEMATICA[removed]), 366–378 ARTICLE NO. HM982209

Add to Reading List

Source URL: math.berkeley.edu

Download Document from Source Website

File Size: 209,66 KB

Share Document on Facebook

Similar Documents

Mathematics / Western Asia / Babylonian mathematics / Geography of Asia / Civilizations / Levant / Sexagesimal / Positional notation / Sumer / Notation / Number / Hexadecimal

COUNTING, CALCULATING, REPRESENTING WRITING AND READING SEXAGESIMAL NUMBERS IN ANCIENT MESOPOTAMIA Grégory Chambon

DocID: 1rjSX - View Document

Trigonometry / Mathematics / Mathematical analysis / Geometry / Sexagesimal / Almagest / Trigonometric tables / Gu / Trigonometric functions

Mohammad Bagheri ¯ SHYA ¯ R IBN LABBA ¯ N’S MATHEMATICAL APPROACH KU IN HIS ASTRONOMICAL HANDBOOK

DocID: 1qTfO - View Document

Mathematics / Ancient Greek mathematicians / Diophantus / Domninus of Larissa / Arithmetic / Number / Fraction / Almagest / Euclid / Ratio / Sexagesimal / Ptolemy

SCIAMVS), 259–263 Book Review Domninus of Larissa, Encheiridon and Spurious Works. Introduction, Critical Text, English Translation, and Commentary by Peter Riedlberger. Pisa (Fabrizio SerraISBN 978-

DocID: 1pU7f - View Document

Multiplicative inverse / Logarithm / Regular number / Sexagesimal / Field / Euclidean algorithm / Division / Sheaf / Plimpton 322 / Mathematics / Babylonian mathematics / Multiplication

Ancient Babylonian Algorithms Donald E. Knuth Stanford University

DocID: 1amu0 - View Document

Sistema sexagesimal MEDIDA DE ÁNGULOS Los ángulos se miden en grados, minutos y segundos sexagesimales. El grado sexagesimal es el ángulo que se obtiene al dividir la circunferencia en 360 partes iguales. • Un grado

DocID: 13JFJ - View Document