PDF The Fourth Dimension Simply Explained Download
- Author: Henry Parker Manning
- Publisher:
- ISBN:
- Category : Fourth dimension
- Languages : en
- Pages : 266
The Fourth Dimension Simply Explained
PDF The Fourth Dimension Simply Explained Download
- Author: Henry P. Manning
- Publisher: Courier Corporation
- ISBN: 0486165973
- Category : Mathematics
- Languages : en
- Pages : 274
Twenty-two essays examine the fourth dimension: how it may be studied, its relationship to non-Euclidean geometry, analogues to three-dimensional space, its absurdities and curiosities, and its simpler properties. 1910 edition.
The Fourth Dimension Simply Explained
PDF The Fourth Dimension Simply Explained Download
- Author: Henry Parker Manning
- Publisher: Courier Corporation
- ISBN: 0486438899
- Category : Mathematics
- Languages : en
- Pages : 274
Readable and informative, this collection of 22 essays employs a minimum of mathematics to explain how the fourth dimension may be studied, the relationship of non-Euclidean geometry to the fourth dimension, analogues to three-dimensional space, four-dimensional absurdities and curiosities, and the simpler properties of four-dimensional space. 1910 edition. 82 figures.
The Fourth Dimension: Toward a Geometry of Higher Reality
PDF The Fourth Dimension: Toward a Geometry of Higher Reality Download
- Author: Rudy Rucker
- Publisher: Courier Corporation
- ISBN: 0486779785
- Category : Science
- Languages : en
- Pages : 243
One of the most talented contemporary authors of cutting-edge math and science books conducts a fascinating tour of a higher reality, the Fourth Dimension. Includes problems, puzzles, and 200 drawings. "Informative and mind-dazzling." — Martin Gardner.
A Visual Introduction to the Fourth Dimension (Rectangular 4D Geometry)
PDF A Visual Introduction to the Fourth Dimension (Rectangular 4D Geometry) Download
- Author: Chris McMullen
- Publisher:
- ISBN: 9780615750040
- Category :
- Languages : en
- Pages : 92
This colorful, visual introduction to the fourth dimension provides a clear explanation of the concepts and numerous illustrations. It is written with a touch of personality that makes this an engaging read instead of a dry math text. The content is very accessible, yet at the same time detailed enough to satisfy the interests of advanced readers. This book is devoted to geometry; there are no spiritual or religious components to this book. May you enjoy your journey into the fascinating world of the fourth dimension! Contents: Introduction Chapter 0: What Is a Dimension? Chapter 1: Dimensions Zero and One Chapter 2: The Second Dimension Chapter 3: Three-Dimensional Space Chapter 4: A Fourth Dimension of Space Chapter 5: Tesseracts and Hypercubes Chapter 6: Hypercube Patterns Chapter 7: Planes and Hyperplanes Chapter 8: Tesseracts in Perspective Chapter 9: Rotations in 4D Space Chapter 10: Unfolding a Tesseract Chapter 11: Cross Sections of a Tesseract Chapter 12: Living in a 4D House Further Reading Glossary About the Author Put on your spacesuit, strap on your safety harness, swallow your anti-nausea medicine, and enjoy this journey into a fourth dimension of space! 10D, 9D, 8D, 7D, 6D, 5D, 4D, 3D, 2D, 1D, 0D. Blast off!
The Fourth Dimension Simply Explained (Illustrated Edition) (Dodo Press)
PDF The Fourth Dimension Simply Explained (Illustrated Edition) (Dodo Press) Download
- Author: Henry P. Manning
- Publisher:
- ISBN: 9781409989240
- Category : Mathematics
- Languages : en
- Pages : 210
Henry Parker Manning (1859-1956) was an American professor of mathematics. In 1889, he entered Johns Hopkins University to study mathematics, astronomy and physics. When he received his Ph. D. degree in 1891, his first printed paper had already appeared in the American Journal of Mathematics. When he was nearly seventy, Manning learned early Egyptian hieroglypics, and collaborated with Arnold Buffum Chace in his publication of the Rhind Mathematical Papyrus. He retired in 1930 and spent several years as associate editor of the American Mathematical Monthly. Amongst his other works are Non-Euclidean Geometry (1901), Irrational Numbers and Their Representation by Sequences and Series (1906), The Fourth Dimension Simply Explained (1910) and Geometry of Four Dimensions (1914).
