J.H. Stathis, R. Bolam, et al.
INFOS 2005
The low-temperature behavior of the infinite-range Ising spin-glass model with a Gaussian distribution of interactions is studied by evaluating the statistical mechanics exactly for small systems (up to N=20 spins). Our results can be well understood by a simple picture of elementary cluster excitations from the ground state which overturn, on average, of order N12 spins. The conventional definition of the spin-glass order parameter is shown to be unsatisfactory and a new definition is proposed. It is speculated that ensemble averages may give different results from time averages for N even in the infinite time limit. © 1982 The American Physical Society.
J.H. Stathis, R. Bolam, et al.
INFOS 2005
Elizabeth A. Sholler, Frederick M. Meyer, et al.
SPIE AeroSense 1997
Andreas C. Cangellaris, Karen M. Coperich, et al.
EMC 2001
R.D. Murphy, R.O. Watts
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