finished figure 3
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@@ -250,7 +250,16 @@
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frequencies to illustrate these and it is not clear why these are
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clipped in these two figures.}
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\response{HM. LETS CHECK HOW IT LOOKS LIKE. BUT THIS LOW FREQUENCY RANGE IS THE RELEVANT ONE FOR CODING.}
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\response{You are right. In figure 4 we show now the spectrum up to
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750Hz, such that fEOD and its interactions with df2 and harmonics
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are included. We labeled the additonal peaks accordingly. In figure
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3 we stay with the small range, because we have so little data (only
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three trials of 500ms duration) for this special setting where one
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of the beat frequencies approximately matches the P-units baseline
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firing rate. This is why the power spectra are very noisy. Also, for
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an introductory figure we prefer to only show the few peaks that are
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relevant for the rest of the manuscript, such that the reader does
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not get overwhelmed. }
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\issue{(6) Figure 3. Why are these example firing rates based on
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convolution with a 1 ms Gaussian kernel if the analyses were based
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@@ -259,7 +268,9 @@
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actually analyzed. More fundamentally, why would a 2-fold difference
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in kernel width be appropriate for presentation vs. analysis?}
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\response{DAMN. LETS REDO THE FIGURE.}
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\response{This was for historical reasons. We updated figure 3 to also
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use the 2ms kernel. Now all firing rates in the manuscript are based
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on the 2ms kernel.}
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\issue{(7) Figure 3D legend. The relationship between 2nd order AM
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(envelope) and the two nonlinear peaks should be made clear. I
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