| Text | Author(s) | Year | Level | Key Strengths | |---|---|---|---|---| | Quantum Collision Theory | C. J. Joachain | 1975/1983 | Graduate | Comprehensive, mathematically rigorous yet accessible, broad application range | | Scattering Theory: The Quantum Theory of Nonrelativistic Collisions | J. R. Taylor | 1972 | Graduate | Very clear on formal aspects (Møller operators, S‑matrix), less applied | | The Theory of Atomic Collisions | N. F. Mott & H. S. W. Massey | 1965 | Advanced Graduate | Classic, encyclopedic, but dated in parts and less accessible | | Scattering Theory | M. L. Goldberger & K. M. Watson | 1964 | Advanced Graduate | Focus on dispersion relations and formal field theory, more challenging | | Potential Scattering in Atomic Physics | P. G. Burke | 1977 | Graduate | Specialised to atomic physics, less general than Joachain | | Intermediate Quantum Mechanics | H. A. Bethe & R. Jackiw | 1968 | Graduate | Strong on scattering but not as comprehensive as Joachain |
Charles J. Joachain - Quantum Collision Theory | PDF - Scribd quantum collision theory joachain pdf
Focuses on the simplest collision problem: non-relativistic potential scattering . | Text | Author(s) | Year | Level
Quantum Mechanics (Vol 2) by Cohen-Tannoudji (Offers excellent introductory chapters on scattering). Mott & H
As evidenced by its continued citation record, the book is the go‑to source for many fundamental results in collision theory, such as the derivation of dispersion relations, the properties of the S‑matrix, and the formal theory of rearrangement collisions.