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We will now consider extensions of the previous algorithms for the more complex frequency selective channel.
Cross-tabulation and more complex frequency matrices for combination analyses were used to investigate the injury profile.
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We used the same parameters that reproduced the response to continuous stimulation to model the translocation response to more complex frequency-dependent stimulation by 2 min-, 10 min-, and 40-min profiles with 50% duty cycle (Figure 4C; see Figure S5B).
In other words, it is sensitive to aspects of sound more complex than frequency.
In-depth analysis of the attained results reveals that the solution to the more complex time-varying frequency can be understood through a process which "samples" the fixed-frequency response curve at a discrete and fixed frequency interval then multiplies the response by proper weights.
It is considered the simplest rate matrix for accommodating variable nucleotide frequencies and is therefore the starting point for the consideration of more complex models with frequency variation (e.g., the HKY model of Hasegawa et al. [ 3]).
The work presented here treats a considerably more complex proposition, theDual Frequency Fixed Delayed Resonator (DFFDR).
Others are more complex methods, involving frequency analysis, measurement of energy attenuation, or capture of reflections.
The MFM imaging process of these materials can become more complex since the frequency shift (or the phase) depens drastically on the tip-sample configuration.
Increasing the pulse energy at a pulse frequency of 100 or 250 kHz and a given base temperature reduces the quantity H TOT. The relationship is more complex at a frequency of 500 kHz.
To these ends, simple amplitude modulation formats like OOK and amplitude shift keying (ASK) have been previously presented and evaluated [27], even though more complex phase and frequency modulation formats are also possible [29].
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