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作者:
Leo
出版社:
Benjamin
出版年:
1962
页数:
203
Green's function methods in Equilibrium and Nonequilibrium problem
1. Mathematical introduction
2. Information contained in G> and G<
3. The Hartree and Hartree-Fock approximations
4. Effect of collisions on G
5. A technique for deriving Green's function approximations
6. Transport phenomena
7. The Hartree approximation, the collisionless Boltzmann equation, and the random phase approximation
8. Relation between real and imaginary time response functions
9. Slowly varying disturbances and the Boltzmann equation
10. Quasi-equilibrium behavior: sound propagation
11. The Landau theory of the normal Fermi liquid
12. The shielded potential
13. The T approximation
注释:
卡丹诺夫,量子统计力学,讨论平衡态及非平衡态问题中的格林函数方法;
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