000			01721nam a22002297a 4500
999			_c56652 _d56652
005			20210922110849.0
008			200707b ||||| |||| 00| 0 eng d
022			_a9780521143943
028			_aAtlantic publishers & Distributors (P)Ltd. _b;7/22 Ansari Road,Darya Ganj,New Delhi-110002 _c;1112421 _d;22/06/2020
082			_a530.41 ESS
100			_aFabian H L Essler
245			_aThe one-dimensional Hubbard model _c/Fabian H L Essler
260			_aCambridge ; New York _b: Cambridge University Press _c, 2005.
300			_axv, 674 pages _c;26 cm.
365			_b5477
505			_a1. Introduction 2. The Hubbard Hamiltonian and its symmetries 3. The Bethe ansatz solution 4. String hypothesis 5. Thermodynamics in the Yang-Yang approach 6. Ground state properties in the thermodynamic limit 7. Excited states at zero temperature 8. Finite size corrections at zero temperature 9. Asymptotics of correlation functions 10. Scaling and continuum limits at half-filling 11. Universal correlations at low density 12. The algebraic approach to the Hubbard model 13. The path integral approach to thermodynamics 14. The Yangian symmetry of the Hubbard model 15. S-matrix and Yangian symmetry in the infinite interval limit 16. Hubbard model in the attractive case 17. Mathematical appendices.
520			_a This book presents an account of the exact solution of the Hubbard model in one dimension. The early chapters develop a self-contained introduction to Bethe's ansatz and its application to the one-dimensional Hubbard model. The later chapters address more advanced topics.
650			_aPhysics
655			_aHubbard model. _bQuantum theory.
700			_aFabian H L Essler
942			_cBOOK