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In the Supplementary Material, we show that the difference between this approximation and the exact system is negligible and, thus, one can use this approximate system to increase simulation speed.
Approximate system equations are derived using the assumed mode method.
Thus, Monte Carlo simulation is an effective alternative to obtain all the approximate system states.
The approximate system is shown to have bifurcation leading to chaos.
For CEDT encoding, we have identified an approximate system model suitable for the computation of the average latency.
Our method relies upon the weighted estimates of both pressure and kinetic energy for the approximate system, and the method of weak convergence developed by Lions and Feireisl.
Similar(24)
First-Order plus Time-Delay (FOPTD) models are extensively used to approximate systems in order to tune PID controllers.
Second-Order plus Time-Delay (SOPTD) models are commonly used to approximate systems in order to tune PID controllers.
We also present both aligned and staggered versions of finite volume methods to approximate systems of conservation laws with discontinuous flux.
Performance of the Gaussian approximated system shows slightly worst error floors with higher order modulations.
This approximating system may be improved by increasing the maximum frequency, (omega_{max}).
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