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These conditions involve all the parameters in the delayed neural field equations, the connectivity function, the nonlinear gain and the delay function.
Suppose that for all, is a delay function and.
Consider (29) with the delay function (theta(t)) satisfying (22).
These metrics are formulated as delivery function and delay function.
The delay function is not necessary to be differentiable.
where, and is a delay function for all.
Consider the delay function (theta(t)) satisfying the condition (17).
It has a delay function to reduce the electric power consumed by the motor in rotation.
This delay function is used in later code to implement debounce routines.
The time-varying delay function is not necessary to be differentiable which allows the time-delay function to be a fast time-varying function.
Furthermore, assume the delay function g : T → T is a bijection.
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