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Alternatively, gamma oscillations, while sharing cellular substrates with rate-coded computations, may nevertheless support independent or multiplexed computational modes.
A method to suppress the computational modes is given.
In order to fully test the proposed DCPF method, three computational modes on the A-33 system are considered here.
The perturbation about Fornberg's pattern is able to be unstable for both physical and computational modes.
In the literature there already exist two computational modes for Mikhlin's method.
It is shown that the numerical instability comes from the parametric excitation of the computational modes by physical waves.
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The growth of the computational mode interrupts the integration based on the leapfrog scheme.
However, how the two different inhibitory network architectures modulate the computational mode of CA1 PC is unknown.
The Runge-Kutta smoother eliminating the computational mode enables the longtime integration based on the leapfrog scheme.
When the amplitude of oscillation of the physical mode exceeds a critical value, the computational mode is parametrically excited by the physical mode.
It successfully suppresses the spurious computational mode associated with the leapfrog method, but it also weakly dampens the physical mode and degrades the numerical accuracy.
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