Eukleides Livres

The book is a facsimile reprint, which means it reproduces the original work, potentially including imperfections like marks, notations, and flawed pages. Readers can expect an authentic experience of the original text, complete with its historical quirks.

Euclid's work, renowned for its systematic approach, compiles the knowledge of earlier mathematicians alongside his own theories, establishing a foundation for geometry through precise proofs and a concise set of axioms. Encompassing not just geometry but also number theory, it served as the main mathematics textbook for over two millennia, influencing the field until the late 19th century. This edition features all thirteen books of "Elements," translated by Thomas Heath, highlighting its lasting impact on mathematics.

Euclid's Elements is one of the most influential works of mathematics ever written, and Book I lays the foundation for much of plane geometry. In this edition, T. Dalton provides clear and concise explanations of the propositions and includes exercises and alternative proofs to aid students in their understanding of geometry.

Euclid's Elements is one of the most important works in the history of mathematics, and has had a profound influence on the development of geometry and other branches of mathematics. In this edition of Book 1, B Arnett provides detailed notes and exercises that will help students to better understand and appreciate this classic text.

Originally published in 300 BC, this book has stood the test of time and continues to be a valuable resource for anyone studying mathematics. It contains Euclid's original works, including the first six books of his famous 'Elements' as well as the eleventh and twelfth books. With clear explanations and elegant proofs, this book is a must-have for anyone interested in the history and theory of mathematics.

For over 2,000 years, Euclid's 'Elements' has been the standard reference for anyone studying geometry. This school edition, complete with corrections and additions by R. Potts, is an essential resource for any student or teacher of mathematics. With clear explanations and diagrams, this book is the perfect introduction to the principles of geometry.