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Performance and confidence in the memory task are additionally reported separately for each time delay (Table 2).
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As already mentioned, GCC-PHAT is still the building block of most localization algorithms presented in the literature [1] because it is capable of evaluating the coherence between two signals for each allowable time delay.
The problem of designing an observer is considered for linear time delay systems with commensurable delays.
The reason for the time delay is that we believe in moderating by hand.
A lower and upper bound for ignition time delay was established.
For a time delay unbalanced network,.
In addition, we optimize for reaction time (delay to steady-state).
Our understanding of the health system factors responsible for the time delay in diagnosis is limited.
This paper presents a novel approach for time delay estimation (TDE) for indoor impulsive source localization.
For multivariable systems, G s), having time delays in each element, time delay compensation methods are known.
The dwell time for each delay time was 200 µs.
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