The Way to Geometry

Ramus, Petrus, 1515-1572Project Gutenberg · United StatesDec 2019

3.5

Word count: 482 words
Chapters: 1

Summary

Project Gutenberg was the first provider of free electronic books, or eBooks. Michael Hart, founder of Project Gutenberg, invented eBooks in 1971 and his memory continues to inspire the creation of eBooks and related technologies today.The Way To Geometry by Petrus RamusAuthor: Ramus, Petrus, 1515-1572,Language: English, Class: QA: Science: Mathematics, Release Date: Oct 2, 2008

Editor's review

This book is a sixteenth-century English-language introduction to geometry by the French scholar Petrus Ramus, and belongs to the early modern tradition of geometry teaching. Ramus was known for organizing and teaching classical geometry; the value of this book lies not in proposing new theorems but in showing how geometry was organized as a course of study at the time: starting from basic concepts and definitions, then gradually moving to figures and proofs. For readers in the history of mathematics and education, it is a public-domain source for observing sixteenth-century geometry teaching; for general readers, it offers a window into the structure of early geometry textbooks. The text reflects the expressive habits of early English mathematical works, and its terminology and style differ considerably from modern textbooks, so patience is required. It is best treated as a document in the history of mathematics rather than a crash course, and reading it alongside a modern introduction to geometry will make its editorial intent and period character clearer.

Who it's for

A good fit for

Readers interested in the history of mathematics and the history of geometry
Teachers and scholars studying early modern mathematics education
Enthusiasts who want to understand the structure of sixteenth-century geometry textbooks
Advanced readers able to read early English mathematical texts

Not a good fit for

Primary and secondary students seeking a quick introduction to modern geometry
Test-preparation readers expecting exercises and problem-solving techniques
Readers unfamiliar with early English terminology and old geometric expressions

Reading tips

First read a modern introduction to geometry as a foundation, then revisit this book's organizational approach.
Treat the book as material for the history of mathematics, focusing on how definitions and proofs are organized rather than on techniques.
When encountering old terminology, first infer from context, then check against sources on the history of mathematics.
Excerpt definitions and propositions from the book and make comparative notes with similar content in modern textbooks.

About the publisher

Project Gutenberg United States · Founded in 1971

Project Gutenberg is a digital publishing project focused on public-domain ebooks. Its publishing direction centers on classic literary works whose copyright has expired, covering genres such as poetry, drama, fiction, and epic. Representative books include Lyrical Ballads by Wordsworth and Coleridge, Proust's Du côté de chez Swann, Shakespeare's Macbeth and The Complete Works of William Shakespeare, Homer's The Iliad, Dante's La Divina Comèdia: Purgatòri, Cervantes's The History of Don Quixote, Volume 2, and Grahame's The Wind in the Willows. Its author resources consist mainly of classic Western writers such as Wordsworth, Proust, Shakespeare, Homer, Dante, Cervantes, Grahame, and Tolstoy. Its publishing feature is the provision of freely accessible ebooks in EPUB and Kindle formats; it is not a traditional publisher, and publicly available information is limited.

FAQ

Is this book suitable for geometry beginners?

It is not very suitable for absolute beginners. This book is a sixteenth-century geometry teaching text, and its terminology and style differ markedly from modern textbooks; it lacks a modern system of worked examples and exercises. Beginners should first use a modern introductory book to build a foundation, then browse this as material for the history of mathematics to understand how early geometry teaching was organized.

What is Ramus's place in the history of geometry?

Ramus was a sixteenth-century French scholar known for organizing and teaching classical subjects, and his geometry works are part of the early modern tradition of geometry teaching. This book presents how geometric knowledge was organized and taught at the time rather than proposing new theorems. Readers should understand it within the context of the history of mathematics education and should not overstate its originality.

Is the English difficult to read?

It is somewhat difficult. This book is an early English mathematical text, with terminology, spelling, and sentence patterns different from modern English, and its geometric expressions also carry old-fashioned habits. Readers with some English reading ability and familiarity with basic geometric concepts will find it easier to approach; otherwise, reading it alongside modern geometry textbooks and sources on the history of mathematics is recommended.

Can it be used as a geometry textbook?

It is not recommended for use as a modern geometry textbook. The book lacks the exercises, diagram system, and graduated practice design of modern textbooks, and its terminology also needs conversion. It is better suited as a document in the history of mathematics and education, helping readers understand the content choices and organizational logic of sixteenth-century geometry teaching.

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About the author

Ramus, Petrus, 1515-1572 Author · French · 1515–1572

Petrus Ramus (1515–1572) was a French humanist and logician. He is known for reforming Aristotelian logic, a position that stirred wide debate in sixteenth-century European scholarship and made him a controversial figure of his time. Public information on his early education, academic posts, and the precise chronology of his writings is limited, so no conjecture is offered here. One work by him is held in this collection, titled The Way To Geometry; judging from its title and surviving records, it is likely an introductory or methodological work on geometry, reflecting his aim of applying logical method to the teaching of mathematics. In 1572 he was killed during the St. Bartholomew's Day massacre. On the whole, Ramus's thought and writing tend toward clarity, brevity, and practical use, and he had some influence on the spread of early modern logic and educational ideas.