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Beyond Measure

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Where art, nature, and numbers beautifully meet

If you like books that make mathematics feel alive rather than abstract, this one has a special pull. It wanders through music, architecture, ancient symbols, and natural forms, showing how the same patterns quietly echo across worlds. Readers who enjoy big connecting ideas will likely find it thoughtful, surprising, and oddly enchanting.

Note: While we do our best to ensure the accuracy of cover images, ISBNs may at times be reused for different editions of the same title which may hence appear as a different cover.
Just Arrived

Beyond Measure

Regular price $11.90
Unit price
per
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ISBN: 9789810247027
Authors: Jay Kappraff
Date of Publication: 2002-12-18
Format: Paperback
Related Collections: Science, History, Nature
Goodreads rating: 4.5
(rated by 2 readers)

Description

This book consists of essays that stand on their own but are also loosely connected. Part I documents how numbers and geometry arise in several cultural contexts and in nature: the ancient musical scale, proportion in architecture, ancient geometry, megalithic stone circles, the hidden pavements of the Laurentian library, the shapes of the Hebrew letters, and the shapes of biological forms. The focus is on how certain numbers, such as the golden and silver means, present themselves within these systems. Part II shows how many of the same numbers and number sequences are related to the modern mathematical study of numbers, dynamical systems, chaos, and fractals.
 

Where art, nature, and numbers beautifully meet

If you like books that make mathematics feel alive rather than abstract, this one has a special pull. It wanders through music, architecture, ancient symbols, and natural forms, showing how the same patterns quietly echo across worlds. Readers who enjoy big connecting ideas will likely find it thoughtful, surprising, and oddly enchanting.

Note: While we do our best to ensure the accuracy of cover images, ISBNs may at times be reused for different editions of the same title which may hence appear as a different cover.