### Abstract

Original language | English |
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Place of Publication | Berlin |
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Publisher | Edition Open Access |

Number of pages | 167 |

ISBN (Print) | 978-3-945561-15-7 |

Publication status | Published - 2017 |

Series | Max Planck Research Library for the History and Development of Knowledge Textbooks. Textbooks |
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Volume | 2 |

### Cite this

*Algebra in Cuneiform: Introduction to an Old Babylonian Geometrical Technique*. Berlin: Edition Open Access. Max Planck Research Library for the History and Development of Knowledge Textbooks. Textbooks, Vol.. 2

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*Algebra in Cuneiform: Introduction to an Old Babylonian Geometrical Technique*. Max Planck Research Library for the History and Development of Knowledge Textbooks. Textbooks, vol. 2, Edition Open Access, Berlin.

**Algebra in Cuneiform : Introduction to an Old Babylonian Geometrical Technique.** / Høyrup, Jens.

Research output: Book/Report › Book › Communication

TY - BOOK

T1 - Algebra in Cuneiform

T2 - Introduction to an Old Babylonian Geometrical Technique

AU - Høyrup, Jens

PY - 2017

Y1 - 2017

N2 - This textbook analyzes a number of texts in “conformal translation,” that is, a translation in which the same Babylonian term is always translated in the same way and, more importantly, in which different terms are always translated differently. Appendixes are provided for readers who are familiar with basic Assyriology but otherwise philological details are avoided. All of these texts are from the second half of the Old Babylonian period, that is, 1800–1600 BCE. It is indeed during this period that the “algebraic” discipline, and Babylonian mathematics in general, culminates. Even though a few texts from the late period show some similarities with what comes from the Old Babylonian period, they are but remnants. Beyond analyzing texts, the book gives a general characterization of the kind of mathematics involved, and locates it within the context of the Old Babylonian scribe school and its particular culture. Finally, it describes the origin of the discipline and its impact in later mathematics, not least Euclid’s geometry and genuine algebra as created in medieval Islam and taken over in European medieval and Renaissance mathematics.

AB - This textbook analyzes a number of texts in “conformal translation,” that is, a translation in which the same Babylonian term is always translated in the same way and, more importantly, in which different terms are always translated differently. Appendixes are provided for readers who are familiar with basic Assyriology but otherwise philological details are avoided. All of these texts are from the second half of the Old Babylonian period, that is, 1800–1600 BCE. It is indeed during this period that the “algebraic” discipline, and Babylonian mathematics in general, culminates. Even though a few texts from the late period show some similarities with what comes from the Old Babylonian period, they are but remnants. Beyond analyzing texts, the book gives a general characterization of the kind of mathematics involved, and locates it within the context of the Old Babylonian scribe school and its particular culture. Finally, it describes the origin of the discipline and its impact in later mathematics, not least Euclid’s geometry and genuine algebra as created in medieval Islam and taken over in European medieval and Renaissance mathematics.

M3 - Book

SN - 978-3-945561-15-7

BT - Algebra in Cuneiform

PB - Edition Open Access

CY - Berlin

ER -