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Teach Yourself Theoretical Physics

Want to understand how nature and her underlying mathematical framework work? Then Theoretical Physics is for you. I assume a decent background in high school mathematics (namely Algebra, Geometry, Trigonometry). A basic course in high school physics is helpful, but not a requirement.
Please note that aside from reading books, the key element of your success will lie in problem solving. Solve as many problems as you can, for it is through solving problems that you really learn the material.
Enjoy your voyage of discovery. It won't be easy, but it will be worth it. Remember, "Without labor, nothing prospers."
60 users · 446 views
 
made by private user
avg. score: 2 of 40 (6%)
required scores: 1, 2, 3, 4, 5 

How far can you go?

Page 1 of 1
1
Calculus (Volume I) (Apostol)
Calculus (Volume I) (Apostol)
2
Caclulus Volume II (Apostol)
Caclulus Volume II (Apostol)
3
Linear Algebra (Hoffman & Kunze)
Linear Algebra (Hoffman & Kunze)
4
Mathematical Methods : For Students of Physics and Related Fields (Sadri Hassani)
Mathematical Methods : For Students of Physics and Related Fields (Sadri Hassani)
5
University Physics (Young and Freedman)
University Physics (Young and Freedman)
6
An Introduction to Mechanics (Kleppner & Kolenkow)
An Introduction to Mechanics (Kleppner & Kolenkow)
7
Waves & Vibrations (A.P French)
Waves & Vibrations (A.P French)
8
Special Relativity (A.P French)
Special Relativity (A.P French)
9
Electricity and Magnetism (Purcell (& Morin))
Electricity and Magnetism (Purcell (& Morin))
10
Thermal Physics (Blundell & Blundell)
Thermal Physics (Blundell & Blundell)
11
Feynman Lectures on Physics, Vol. 1: Mainly Mechanics, Radiation, and Heat (Richard P. Feynman, Robert B. Leighton and Matthew)
Feynman Lectures on Physics, Vol. 1: Mainly Mechanics, Radiation, and Heat (Richard P. Feynman, Robert B. Leighton and Matthew)
12
Feynman Lectures on Physics, Vol 2: Mainly Electromagnetism and Matter (Richard P. Feynman, Robert B. Leighton and Matthew)
Feynman Lectures on Physics, Vol 2: Mainly Electromagnetism and Matter (Richard P. Feynman, Robert B. Leighton and Matthew)
13
Feynman Lectures on Physics, Vol. 3: Quantum Mechanics (Richard P. Feynman, Robert B. Leighton and Matthew)
Feynman Lectures on Physics, Vol. 3: Quantum Mechanics (Richard P. Feynman, Robert B. Leighton and Matthew)
14
Mechanics (Landau and Lifshitz)
Mechanics (Landau and Lifshitz)
15
Classical Mechanics (Goldstein)
Classical Mechanics (Goldstein)
16
Vector Analysis (Murray R. Spiegel)
Vector Analysis (Murray R. Spiegel)
17
Introduction to Electrodynamics (Griffiths)
Introduction to Electrodynamics (Griffiths)
18
Introduction to Quantum Mechanics (Griffiths)
Introduction to Quantum Mechanics (Griffiths)
19
Principles of Mathematical Analysis (Rudin)
Principles of Mathematical Analysis (Rudin)
20
Analysis on Manifolds (Spivak)
Analysis on Manifolds (Spivak)
21
Abstract Algebra (Dummit & Foote)
Abstract Algebra (Dummit & Foote)
22
Complex Analysis (Ahlfors)
Complex Analysis (Ahlfors)
23
Quantum Mechanics (Merzbachar)
Quantum Mechanics (Merzbachar)
24
Statistical Mechanics (Pathria & Beale)
Statistical Mechanics (Pathria & Beale)
25
Solid State Physics (Ashcroft & Mermin)
Solid State Physics (Ashcroft & Mermin)
26
Classical Electrodynamics (Jackson)
Classical Electrodynamics (Jackson)
27
The Classical Theory of Fields (Landau & Lifshitz)
The Classical Theory of Fields (Landau & Lifshitz)
28
Introduction to Elementary Particle (Griffiths)
Introduction to Elementary Particle (Griffiths)
29
Introductory Nuclear Physics (Krane)
Introductory Nuclear Physics (Krane)
30
Mathematical Physics (Hassani)
Mathematical Physics (Hassani)
31
Topology (Munkres)
Topology (Munkres)
32
Mathematical Methods of Classical Mechanics (V.I Arnold)
Mathematical Methods of Classical Mechanics (V.I Arnold)
33
Modern Geometry-Methods and Applications Volume I (B a Dubrovin)
Modern Geometry-Methods and Applications Volume I (B a Dubrovin)
34
Modern Geometry-Methods and Applications Volume II (B a Dubrovin)
Modern Geometry-Methods and Applications Volume II (B a Dubrovin)
35
Spacetime and Geometry (Sean Carroll)
Spacetime and Geometry (Sean Carroll)
36
An Introduction to Quantum Field Theory (Peskin & Schroeder)
An Introduction to Quantum Field Theory (Peskin & Schroeder)
37
Quantum Field Theory and the Standard Model (Schwartz)
Quantum Field Theory and the Standard Model (Schwartz)
38
A First Course in String Theory (Barton Zwiebach)
A First Course in String Theory (Barton Zwiebach)
39
String Theory, Vol. 1 (Joseph Polchinski)
String Theory, Vol. 1 (Joseph Polchinski)
40
String Theory Vol 2 (Joseph Polchinski)
String Theory Vol 2 (Joseph Polchinski)
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