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A theoretical study of the dynamics of higher-order continuous Hopfield networks (in the Abe formulation), classifying fixed points as interior vs. vertices, proving that interior equilibria are saddle points, and outlining a procedure to determine basins of attraction of stable vertices — with detailed calculations for a two-neuron network.

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245: $a: Spurious minima and basins of attraction in higher-order Hopfield networks
245: $b:
082: $a:
100: $a: M. A. Atencia, G. Joya, F. Sandoval
650: $a: Computer Science,Textbook
250: $a:
440: $v:
250: $b: Springer
250: $c: 2003
020: $a: 978-3-540-40210-7
300: $a: 350-357