Mathematics of classical and quantum physics / Frederick W. Byron, Jr. & Robert W. Fuller
Material type: TextPublication details: New York : Dover Publications, Inc, 1970Description: 661 pISBN:- 9780486671642 (pbk)
- 530.15 B9968
Contents:
1. Vectors in classical physics
2. Calculus of variation
3. Vectors and matrics
4. Vectors spaces in physics
5. Hilbert Space complete orthonormal sets of functions
6. Elements and applications of the theory of analytical functions
7. Green’s Functions
8. Introduction to integral equations
9. Integral equations in Hilbert space
10. Introduction to group theory
Item type | Current library | Call number | Status | Date due | Barcode | |
---|---|---|---|---|---|---|
Books | UE-Central Library | 530.15 B9968 (Browse shelf(Opens below)) | Available | T17143 | ||
Books | UE-Central Library | 530.15 B9968 (Browse shelf(Opens below)) | Available | T17141 | ||
Books | UE-Central Library | 530.15 B9968 (Browse shelf(Opens below)) | Available | T17142 |
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530.15 Ar35 Mathematical methods for physicists | 530.15 Ar488 Mathematical methods for physicists | 530.15 B9968 Mathematics of classical and quantum physics | 530.15 B9968 Mathematics of classical and quantum physics | 530.15 B9968 Mathematics of classical and quantum physics | 530.15 D231 Mathematical physics | 530.15 H756 Statistical Physics |
1. Vectors in classical physics
2. Calculus of variation
3. Vectors and matrics
4. Vectors spaces in physics
5. Hilbert Space complete orthonormal sets of functions
6. Elements and applications of the theory of analytical functions
7. Green’s Functions
8. Introduction to integral equations
9. Integral equations in Hilbert space
10. Introduction to group theory
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