Table 1.
Milestones in the development of activity equations
| 1943 | McCulloch and Pitts | Neural networks as computational units; foundation of neural networks |
| 1948 | Shimbel and Rapoport | Statistical approach to theory of central nervous system |
| 1956 | Beurle | First neural field theory of purely excitatory neurons |
| 1963 | Griffith | Role of inhibition in stabilizing neural activity |
| 1963,1965 | Griffith | Reaction-diffusion neural field theory |
| 1966– | Grossberg | Continuous models of associative memory and pattern recognition |
| 1972 | Wilson and Cowan | Mean field theory of coarse-grained neural activity with excitation and inhibition |
| 1973 | Wilson and Cowan | Wilson–Cowan equations with spatial dependence |
| 1975 | Feldman and Cowan | Wilson–Cowan equations can be derived from microscopic activity under quasistationarity |
| 1977 | Amari | Neural field theory with local excitation and lateral inhibition |
| 1983 | Cohen and Grossberg | Lyapunov function for general class of continuous activity equations |
| 1995– | Gerstner | Spike-response formalism |