Unification of Continuous- and Discrete-Time CNNS

  • Martin Hänggi
  • George S. Moschytz
Chapter

Abstract

Discrete-time CNNs (DTCNNs) have been considered along with continuous-time CNNs (CTCNNs) both in terms of theory [45] and implementation as sampled-data systems [46]. The most common DTCNN is described by
$$ {x_{ij}}\left[ {k + 1} \right] = \sum\limits_{mn \in {N_{ij}}} {{a_{mn}}\operatorname{sgn} \left( {{x_{mn}}\left[ k \right]} \right) + \sum\limits_{mn \in {N_{ij}}} {{b_{mn}}{u_{mn}} + I} } $$
(5.1)
.

Keywords

Convolution Librium Rium Guaran Cuted 

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Copyright information

© Springer Science+Business Media Dordrecht 2000

Authors and Affiliations

  • Martin Hänggi
    • 1
  • George S. Moschytz
  1. 1.Swiss Federal Institute of TechnologyZurichSwitzerland

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