Hamiltonian Help: Learn Physics from Basics

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The discussion centers on seeking recommendations for books to learn about Hamiltonians and finding their eigenvalues, particularly for someone with a background in physics and mathematics but no prior knowledge of these topics. It is clarified that if the focus is on classical mechanics, there may be limited resources specifically addressing the eigenvalues of Hamiltonians, with one participant mentioning the Thornton and Marion textbook for basic treatment. For quantum mechanics, a beginner-level textbook like Griffiths is suggested, as it covers the necessary concepts. Additionally, for understanding the process of diagonalization of matrices, any introductory linear algebra textbook should suffice.
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hey I am i have just finished my final yr from Bangalore.. did phy n maths..interested in pursuing physics in the future.Cld i get some help regarding which books cld b followed if i want to learn Hamiltonian n findin its eigen values. If u cld suggest a book which deals from the basics of the above said ,since i have no knowledge abt the same.
 
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bearhug8703 said:
hey I am i have just finished my final yr from Bangalore.. did phy n maths..interested in pursuing physics in the future.Cld i get some help regarding which books cld b followed if i want to learn Hamiltonian n findin its eigen values. If u cld suggest a book which deals from the basics of the above said ,since i have no knowledge abt the same.

in what context?

if it's hamiltonians classical mechanics, i am unaware of a textbook that discusses eigenvalues of hamiltonians. (i personally used thornton and marion, so the treatment of hamiltonians was basic and minimal.)

if it's quantum mechanics, i am sure that any beginning-level quantum mechanics textbook (griffiths?) discusses this.

as far as the actual process of diagonalization of matrices (ie, finding eigenvalues and eigenvectors), any beginning textbook in linear algebra ought to be sufficient.
 
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