Brainloop
 
9. Intro - Information processing in living organisms 
  9.1. Biological Neural Systems
  9.1.2. The First Generation of Models
  9.1.4.3. Hypothesis for Biological Neural Systems

SNNs have enough computational power to compute arbitrary functions. However the proofs underlying these results are done on a rather abstract level and furthermore do not provide hints how to construct a network of spiking neurons which computes a concrete function.
The question about the computational power is investigated at the Institute for Theoretical Computer Science (Graz). They are also interested how concrete function which are likely to be performed in real biological neural systems could be implemented efficiently in a network of spiking neurons.
An example of such a function is the associative recall of stored memories. In the work of Maass and Natschläger (1997) it is show how such a associative memory can be implemented with a biological rather realistic network of spiking neurons. How a simple form of pattern recognition might be implemented with a network of spiking neurons.

 
9. Intro - Information processing in living organisms
  9.1. Biological Neural Systems
  9.1.2. The First Generation of Models
9.1.3. The Second Generation
9.1.4. The Third Generation
  9.1.4.1. Temporal Coding
9.1.4.2. Computational Power
9.1.4.3. Hypothesis for Biological Neural Systems
9.1.4.4.. Learning
 

Source: Networks of Spiking Neurons: A New Generation of Neural Network Models, Thomas Natschläger, December 1998
 
 
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