A Beginner's Guide to Constructing the Universe: The Mathematical Archetypes of Nature, Art, and Science

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Published date April 1, 2014
Author Michael S. Schneider
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Description

A complete introduction to the geometric code of nature, written and illustrated by the most perceptive of its modern investigators. —John Michell, from the Preface

You need not be a philosopher or a botanist, and certainly not a mathematician, to enjoy the bounty of the world around us. But is there some sort of order, a pattern, to the things that we see in the sky, on the ground, at the beach? In  A Beginner's Guide to Constructing the Universe , Michael Schneider, an education writer and computer consultant, combines science, philosophy, art, and common sense to reaffirm what the ancients observed: that a consistent language of geometric design underpins every level of the universe, from atoms to galaxies, cucumbers to cathedrals.

Schneider also discusses numerical and geometric symbolism through the ages, and concepts such as periodic renewal and resonance. This book is an education in the world and everything we can't see within it.

Contains numerous b&w photos and illustrations.

Once initiated into the ancient mysteries, the reader will recognize profound meanings—not merely scientific utility—in squares, triangles, and other common shapes. The reader needs no extraordinary expertise in mathematics to explore these pages, just a relish for intellectual adventure. Schneider helps us discover just how much mental energy can fit within the circle of new horizons. — Booklist

Highly informative . . . [shows] Schneider's particular gift of transforming everyday experience into something magical . . . Highly recommended. — New Frontier

Specifications

FormatEPUB, PDF
LanguageEnglish
ISBN-13978-0062043160

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Reviews

4.7 605
5★84%4★11%3★3%2★1%1★1%
J Joana K. Verified
★★★★★The diagrams do the teachingSeeing the concept drawn before the notation appears changed everything for me.
M Marcus T. Verified
★★★★★A set text for my classThe problem sets are graded properly and the solutions are complete.
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