Career In Theoretical Physics, A (2nd Edition)
Solution of ‘solvable model of a spin glass’
Publication
, Chapter
Anderson, PW; Thouless, DJ; Palmer, RG
January 1, 2005
The Sherrington-Kirkpatrick model of a spin glass is solved by a mean field technique which is probably exact in the limit of infinite range interactions. At and above Tc the solution is identical to that obtained by Sherrington and Kirkpatrick (1975) using the n→ replica method, but below Tc the new result exhibits several differences and remains physical down to T = 0.
Duke Scholars
DOI
ISBN
9789812567154
Publication Date
January 1, 2005
Start / End Page
522 / 530
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Anderson, P. W., Thouless, D. J., & Palmer, R. G. (2005). Solution of ‘solvable model of a spin glass’. In Career In Theoretical Physics, A (2nd Edition) (pp. 522–530). https://doi.org/10.1142/9789812567154_0040
Anderson, P. W., D. J. Thouless, and R. G. Palmer. “Solution of ‘solvable model of a spin glass’.” In Career In Theoretical Physics, A (2nd Edition), 522–30, 2005. https://doi.org/10.1142/9789812567154_0040.
Anderson PW, Thouless DJ, Palmer RG. Solution of ‘solvable model of a spin glass’. In: Career In Theoretical Physics, A (2nd Edition). 2005. p. 522–30.
Anderson, P. W., et al. “Solution of ‘solvable model of a spin glass’.” Career In Theoretical Physics, A (2nd Edition), 2005, pp. 522–30. Scopus, doi:10.1142/9789812567154_0040.
Anderson PW, Thouless DJ, Palmer RG. Solution of ‘solvable model of a spin glass’. Career In Theoretical Physics, A (2nd Edition). 2005. p. 522–530.
DOI
ISBN
9789812567154
Publication Date
January 1, 2005
Start / End Page
522 / 530