Proofs from Oriti's QG book available in PDF

In summary, Cambridge press has announced that the book will be available around 1 March, which is in a couple of months. Samples of the page proofs, table of contents, and index are already available. The table of contents is 3 pages long and the index is 4 pages long. There is also an 11-page excerpt available. These samples provide a glimpse into the content of the book, including its focus on category theory and Chern-Simons theory. Other sample pages can be found on the publisher's website. However, Mark's Hadley theory is not included, but Ambjorn's is present. The book also includes a 5-page preface by Oriti and other content in the "frontmatter"
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marcus
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Cambridge press says available as of around 1 March, so in a couple of months.
Samples are available of page proofs as they will, I gather, appear in the book.
Here's the 3-page table of contents
http://assets.cambridge.org/97805218/60451/toc/9780521860451_toc.pdf

Here's an 11-page exerpt
http://assets.cambridge.org/97805218/60451/excerpt/9780521860451_excerpt.pdf

Here's the 4-page index
http://assets.cambridge.org/97805218/60451/index/9780521860451_index.pdf
So you can see, for example, how much of the book is about category theory, or how many pages are about Chern-Simons theory. Or any other topic. A book's index says a lot about it.

There are some other sample pages...the menu of samples from the book is here:
http://www.cambridge.org/uk/catalogue/catalogue.asp?isbn=9780521860451

Oriti's 5-page preface is in the section called "frontmatter" which also has other stuff.
 
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  • #2
I do not found Mark's Hadley theory.
But Ambjorn is here. That's OK.
 
  • #3


Thank you for sharing this information about Oriti's QG book. It's great to see that Cambridge Press is making the proofs available in PDF format. This will allow readers to get a preview of the content before the book is officially released. The table of contents, excerpt, and index provide a good overview of the topics covered in the book. It's interesting to see that category theory and Chern-Simons theory are prominent topics. The preface and other frontmatter sections will also give readers a better understanding of the book's background and purpose. I appreciate the link to the menu of samples, which allows readers to access more information about the book. Overall, it seems like this book will be a valuable resource for those interested in quantum gravity.
 

1. What is Oriti's QG book about?

Oriti's QG book is about the concept of quantum gravity, which is a theory that aims to unify the two major theories in physics - quantum mechanics and general relativity. It explores the idea that space and time are not continuous, but rather made up of tiny discrete units, and how this can help resolve the inconsistencies and limitations of current theories.

2. Is the PDF version of Oriti's QG book available for free?

Yes, the PDF version of Oriti's QG book is available for free on various websites, including the author's official website and academic databases. However, it is always recommended to purchase a physical or digital copy to support the author and their work.

3. What kind of proofs can be found in Oriti's QG book?

Oriti's QG book contains mathematical proofs that support the theory of quantum gravity, as well as explanations and discussions of various concepts and models. It also includes diagrams and illustrations to aid in understanding the complex ideas presented.

4. Is Oriti's QG book suitable for non-scientists?

While Oriti's QG book is primarily written for a scientific audience, it is possible for non-scientists to understand and appreciate the concepts presented. However, it may require some background knowledge in physics and mathematics to fully grasp the content.

5. Are there any criticisms of Oriti's QG book?

Like any scientific theory, Oriti's QG book has faced some criticisms and debates within the scientific community. Some argue that it is still a developing theory and needs more evidence to be fully accepted, while others may disagree with certain aspects of the theory. It is always important to consider multiple perspectives and continue researching and experimenting in the field.

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