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A Beginner's Guide to Constructing the Universe
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Discussion on: A Beginner's Guide to Constructing the Universe: Mathematical Archetypes of Nature, Art, and Science
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A Beginner's Guide to Constructing the Universe: Mathematical Archetypes of Nature, Art, and Science.
So far, I have read the first few chapters of thi..." I agree! I would describe this as "New Age Mysticism" myself. I flipped through some of the other chapters and it didn't look like it was getting any better. I guess I'm one of those people he warns about in the introduction. How do some of the rest of you who are reading this book feel about it?
I have just finished reading this book, and I like some parts of it. After getting over my initial disappointment, I realized that I had expectations from its title, and the title simply is misleading. The book is really about geometric patterns in our culture and in ancient and other modern cultures. Where do these patterns come from, and how do they manifest in art, in symbology, in philosophy. Many of the geometric patterns--maybe all of them--come from nature, and that is where the author ties in to nature.
The problem with the book, is that the author himself does not really understand what his book is really about. It's not about science. While the book asks science-related questions, (why do we see a spiral shape in shells, galaxies, hurricanes, and watery whirlpools), there are no science answers. And when the book does reflect on an interesting science question, like how does light penetrate through glass, the author says "E=mc2" as if the formula offers an explanation. The author seems truly ignorant of science, but I think he states Einstein's formula as a symbolic triad that pervades many cultures, rather than as a scientific explanation.
The author has tried to organize the material in 10 chapters devoted, each in turn, to the numbers 1-10. But in so doing, he makes a mistake; in each chapter he tries to come up with all the examples he can think of, where that number appears in everyday life. Some of the examples are absolutely banal. For example, in Chapter 8 he mentions that in an octagon, there are 8 corner angles each covering 135 degrees, so the total angle adds up to 1080 degrees, which is the same as the radius of the moon, expressed in miles. Like this explains anything?
Don't look to this book for a better understanding of nature or science. Instead, (once you get past the New Age banalities) look at this book to understand a little better, the subtle forms in which geometric patterns manifest themselves in cultures, in art, philosophy, and spiritualism, and where people copied them out of nature.
The problem with the book, is that the author himself does not really understand what his book is really about. It's not about science. While the book asks science-related questions, (why do we see a spiral shape in shells, galaxies, hurricanes, and watery whirlpools), there are no science answers. And when the book does reflect on an interesting science question, like how does light penetrate through glass, the author says "E=mc2" as if the formula offers an explanation. The author seems truly ignorant of science, but I think he states Einstein's formula as a symbolic triad that pervades many cultures, rather than as a scientific explanation.
The author has tried to organize the material in 10 chapters devoted, each in turn, to the numbers 1-10. But in so doing, he makes a mistake; in each chapter he tries to come up with all the examples he can think of, where that number appears in everyday life. Some of the examples are absolutely banal. For example, in Chapter 8 he mentions that in an octagon, there are 8 corner angles each covering 135 degrees, so the total angle adds up to 1080 degrees, which is the same as the radius of the moon, expressed in miles. Like this explains anything?
Don't look to this book for a better understanding of nature or science. Instead, (once you get past the New Age banalities) look at this book to understand a little better, the subtle forms in which geometric patterns manifest themselves in cultures, in art, philosophy, and spiritualism, and where people copied them out of nature.



Too bad. The title looked interestng.

Looking forward to discussing "the greatest show..."

Actually, the geometric constructions described in this book would have fit in perfectly with the geometry class I remember from 9th grade. We did geometric constructions then, though not as complicated as the ones described in this book.


A Beginner's Guide to Constructing the Universe: Mathematical Archetypes of Nature, Art, and Science.
So far, I have read the first few chapters of this book. I must say, this book is a big disappointment to me. There is very little mathematics here, and nothing interesting about nature, art or science.