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Sacred Mathematics: Japanese Temple Geometry,New
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Between The Seventeenth And Nineteenth Centuries Japan Was Totally Isolated From The West By Imperial Decree. During That Time, A Unique Brand Of Homegrown Mathematics Flourished, One That Was Completely Uninfluenced By Developments In Western Mathematics. People From All Walks Of Lifesamurai, Farmers, And Merchantsinscribed A Wide Variety Of Geometry Problems On Wooden Tablets Called Sangaku And Hung Them In Buddhist Temples And Shinto Shrines Throughout Japan. Sacred Mathematics Is The First Book Published In The West To Fully Examine This Tantalizingand Incredibly Beautifulmathematical Tradition.Fukagawa Hidetoshi And Tony Rothman Present For The First Time In English Excerpts From The Travel Diary Of A Nineteenthcentury Japanese Mathematician, Yamaguchi Kanzan, Who Journeyed On Foot Throughout Japan To Collect Temple Geometry Problems. The Authors Set This Fascinating Travel Narrativeand Almost Everything Else That Is Known About Temple Geometrywithin The Broader Cultural And Historical Context Of The Period. They Explain The Sacred And Devotional Aspects Of Sangaku, And Reveal How Japanese Folk Mathematicians Discovered Many Wellknown Theorems Independently Of Mathematicians In The Westand In Some Cases Much Earlier. The Book Is Generously Illustrated With Photographs Of The Tablets And Stunning Artwork Of The Period. Then There Are The Geometry Problems Themselves, Nearly Two Hundred Of Them, Fully Illustrated And Ranging From The Utterly Simple To The Virtually Impossible. Solutions For Most Are Provided.A Unique Book In Every Respect, Sacred Mathematics Demonstrates How Mathematical Thinking Can Vary By Culture Yet Transcend Cultural And Geographic Boundaries.
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- Q: What are the dimensions of Sacred Mathematics: Japanese Temple Geometry? A: The book measures eight inches in length, one inch in width, and ten point twenty-five inches in height. It is designed to be a substantial hardcover volume.
- Q: How many pages does Sacred Mathematics contain? A: Sacred Mathematics has three hundred ninety-two pages. This extensive content includes illustrations and numerous geometry problems.
- Q: What type of binding does the book have? A: Sacred Mathematics is bound in hardcover. This binding provides durability and a classic presentation.
- Q: What is the reading level of Sacred Mathematics? A: The book is suitable for adults and older students interested in mathematics and history. It delves into complex concepts and cultural narratives.
- Q: How can I use Sacred Mathematics for learning? A: You can read Sacred Mathematics to explore Japanese temple geometry and its historical context. It includes problems to solve, enhancing your mathematical skills.
- Q: Is Sacred Mathematics suitable for beginners in mathematics? A: Yes, but it is more beneficial for readers with some prior knowledge of geometry. The book offers a range of problems from simple to complex.
- Q: How should I store Sacred Mathematics to keep it in good condition? A: Store the book in a dry, cool place away from direct sunlight. Ensure it is upright to prevent warping or damage.
- Q: Can I clean the hardcover of Sacred Mathematics? A: Yes, you can wipe the cover with a soft, dry cloth. Avoid using water or cleaning agents to prevent damage.
- Q: What should I do if Sacred Mathematics arrives damaged? A: If the book arrives damaged, contact the seller for return and replacement options. Most sellers offer a satisfaction guarantee.
- Q: How does Sacred Mathematics compare to other mathematics books? A: Sacred Mathematics focuses on Japanese temple geometry, offering a unique cultural perspective compared to traditional Western mathematics books.
- Q: Is Sacred Mathematics a good choice for history enthusiasts? A: Yes, it provides a fascinating look into Japan's historical isolation and the development of its unique mathematical tradition.
- Q: What themes are explored in Sacred Mathematics? A: The book explores themes of culture, history, and the evolution of mathematical thought in Japan. It highlights the beauty of geometric problems.
- Q: Are there solutions provided for the geometry problems in the book? A: Yes, solutions for most geometry problems are included. This feature allows readers to check their work and understand the concepts better.
- Q: Does Sacred Mathematics include illustrations? A: Yes, the book is generously illustrated with photographs of the tablets and artwork from the period. These visuals enhance the reading experience.
- Q: Who are the authors of Sacred Mathematics? A: The book is authored by Fukagawa Hidetoshi and Tony Rothman. They provide valuable insights into the historical context of the mathematics discussed.
- Q: Is there a specific audience for Sacred Mathematics? A: The book targets both mathematics enthusiasts and those interested in cultural history. It appeals to a wide range of readers.