A Coloring Book for Young Physicists.

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The discussion centers around the book "Hamiltonian and Lagrangian Mechanics: A Coloring Book for Young Physicists" by Jame Curry, which has garnered interest for its unique approach to classical mechanics through a geometric viewpoint. While some participants find the book promising, especially for its use of visuals and imaginative exercises, there are concerns about its clarity and production quality, with some noting a lack of consistency in notation. The book includes 21 chapters, with an introductory section on mathematical concepts, but may not meet the expectations of those seeking a more rigorous geometry-focused text. Users express a desire for additional recommendations for introductory resources on Lagrangian and Hamiltonian mechanics, particularly for self-study in preparation for quantum field theory. Overall, while the book is intriguing, potential readers are advised to evaluate it personally before purchasing, given its unique style and presentation.
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Has anybody had the change to read, "Hamiltonian and Lagrangian Mechanics A Coloring Book for Young Physicists." by Jame Curry?

https://www.amazon.com/dp/1420858564/?tag=pfamazon01-20

It looks interesting, but there aren't many reviews on amazon yet.

I'm looking for something a little easier than SICM or Goldstein. Do you guys have any other suggestions?
 
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I'd rather like to know as well.

So,

bump.
 
I am going to buy this book, it looks promising. It seems to proved Classical Mechanics from a geometric viewpoint.

This has been done before, but many times failed to be clear(Jose, Saletan) maybe this is better. I'll see.
 
Well this book is a very particular one. It really depends on your style.
There are 21 chapters 6 of which are a very basic mathematical introduction in linear algebra, functional analysis, manifolds and so on. I personally like it.
However this book might not be what you expected if you are looking for a geometry oriented book. In fact it's geometrical character lies in that the author tries to explain things by using pictures and sometimes makes you imagine things. For example an exercise in the manifolds section makes you imagine a classroom and then connect it's walls to make a closed manifold in which you apear from one side to the other. I think it's an interesting book but you should definitely see it personally before you buy it.
 
I would also like to know if anybody has an extended opinion of this text. I have checked it out of the library, but don't want to waste my time if there is a better introductory text available. I am needing to teach myself Lagrangian and Hamiltonian mechanics in preparation for QFT, and this book looked promising as an introduction, but I'm a little worried about it being too simplified. Also, I'm disappointed in the book's production, as I am almost positive the author used Microsoft Word to typeset the book. This makes for inconsistent notation and a very high school teacher-like reading experience so far.
 
For the following four books, has anyone used them in a course or for self study? Compiler Construction Principles and Practice 1st Edition by Kenneth C Louden Programming Languages Principles and Practices 3rd Edition by Kenneth C Louden, and Kenneth A Lambert Programming Languages 2nd Edition by Allen B Tucker, Robert E Noonan Concepts of Programming Languages 9th Edition by Robert W Sebesta If yes to either, can you share your opinions about your personal experience using them. I...
Hi, I have notice that Ashcroft, Mermin and Wei worked at a revised edition of the original solid state physics book (here). The book, however, seems to be never available. I have also read that the reason is related to some disputes related to copyright. Do you have any further information about it? Did you have the opportunity to get your hands on this revised edition? I am really curious about it, also considering that I am planning to buy the book in the near future... Thanks!

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