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Based on cross-correlogram functions, we obtain a time series of response time.
It was not possible to obtain a time series of Doppler shift for each interval.
In the H-DHT protocol, only the nodes which want to obtain a time slot of TP generate SI message.
The basic idea of our contribution is to obtain a time estimate based on the aperiodic autocorrelation function (ACF) of complementary Golay sequences.
An implicit time integration scheme is a natural way to obtain a time domain method which is unconditionally stable but at the expense of the inversion of a global linear system at each time step.
With this approach, the first step is to obtain a time domain version of ( mathbf {d}^{text {c}}_{m} ) by multiplying it with an inverse DFT (IDFT) matrix (mathbf {W}_{K}^{mathrm {H}}).
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Several ways to obtain a time-scale for dynamic mapping are discussed additionally.
In this paper, a constructive approach to obtain a time-varying change of coordinates, ensuring the cooperativity of the observer error in the new coordinates, is provided.
By introducing these novel components, we obtain a time-scheme that experimentally is unconditionally stable, has low cost per time step, and is third-order accurate in time.
The key feature in our work is the use of a fiberoptic array at the exit plane to obtain a time-resolved spatially-distributed response.
In particular, in the 1 1 commensurable case a Fourier series expansion is used to obtain a time-explicit expression of the relative motion.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com