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Local Minima of p-Spin Models

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  • Peter F. Stadler
  • Barbel Krakhofer

Abstract

Numerical estimates for the number of local optima of p-spin Hamiltonians with p=3,4,5, and 6 are reported. The data can be explained by means of a simple estimate in terms of the "correlation length" of the Hamiltonian.

Suggested Citation

  • Peter F. Stadler & Barbel Krakhofer, 1995. "Local Minima of p-Spin Models," Working Papers 95-09-076, Santa Fe Institute.
    • Handle: RePEc:wop:safiwp:95-09-076
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    References listed on IDEAS

    as
    1. Peter F. Stadler, 1995. "Landscapes and Their Correlation Functions," Working Papers 95-07-067, Santa Fe Institute.
    2. Peter F. Stadler & Robert Happel, 1995. "Random Field Models for Fitness Landscapes," Working Papers 95-07-069, Santa Fe Institute.
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    Cited by:

    1. Barbel Krakhofer & Peter F. Stadler, 1996. "Local Minima in the Graph Bipartitioning Problem," Working Papers 96-02-005, Santa Fe Institute.

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