What are the best books that cover quantum mechanics

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SUMMARY

The discussion centers on recommended books for learning quantum mechanics (QM) for high school graduates. The primary suggestion is "Griffith's Quantum Mechanics," which is noted for its accessible style, although it may still be challenging for complete beginners. A solid understanding of partial differential equations, special functions, and linear algebra is essential for tackling QM concepts, particularly when addressing the Schrödinger equation and ket notation. The conversation emphasizes the importance of foundational knowledge in analytical mechanics and classical electromagnetism before delving into advanced quantum theory.

PREREQUISITES
  • Understanding of partial differential equations
  • Familiarity with special functions
  • Basic knowledge of linear algebra
  • Foundational concepts in analytical mechanics and classical electromagnetism
NEXT STEPS
  • Study "Griffith's Quantum Mechanics" for an introductory approach to QM
  • Learn about solving partial differential equations
  • Explore special functions relevant to quantum mechanics
  • Review linear algebra concepts, particularly those related to quantum states and operators
USEFUL FOR

This discussion is beneficial for high school graduates, aspiring physicists, and anyone interested in starting their journey into quantum mechanics and its mathematical foundations.

Aceix
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Hi what are the recommended quantum mechanics books for a high school leaver. Also what are the math skills I need to know(book suggestions would help). Please I need to understand QM. I'm just interested!
 
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You had just graduated from high school?
Usually undergrad QM lecturer uses Griffith's Quantum Mechanics, which I did use in my undergrad time. The way he conveys his idea is not too formal making it suitable for beginner. The early problem QM beginners would most likely encounter is solving Schrödinger equation, a partial differential equation, for simple cases. Therefore a knowledge of solving basic partial differential equation is very recommended. Knowledge of some special functions will also be very helpful. At a certain point, you will also be 'forced' to study linear algebra when you begin to touch the ket notation.
 
I'm not sure about Griffith. I've no looked into it very closely, but from many discussions in these forums involving this book, I've the impression, it's sometimes confusing to students. I guess, it's not suited for someone just leaving high-school, as are most of university-level textbooks. Real quantum theory you start in the 4th semester (the earliest, at least in Germany, after you have a good foundation from analytical mechanics and classical E&M).

What I like pretty much and what might be a good start is

https://www.amazon.com/dp/0465036678/?tag=pfamazon01-20
 

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