Benjamins last comments on manuscript and rebuttal
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\begin{document}
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Thank you for your valuable feedback. Line numbers mentioned in our
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responses refer to the new version of the manuscript, not the redlined
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one.
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We would like to thank both reviewers for their valuable
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feedback. Note that line numbers mentioned in our following responses refer to
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the new version of the manuscript, not the redlined one.
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\issue{\large Reviewer \#1}
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@@ -86,7 +86,7 @@ one.
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potentially contributing to the threshold nonlinearity. We now
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mention this in the methods when introducing the threshold
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nonlinearity (after eq. 13) and cite the corresponding
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manuscripts.}
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articles.}
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\issue{Second, and along the same lines, the discussion could be
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improved by mentioning the effects and significance of these
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@@ -96,7 +96,7 @@ one.
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chirps.}
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\response{We added a paragraph addressing JARs, chirps, and rises to
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the discussion (lines 695 -- 703).}
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the discussion (lines 697--705).}
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\issue{Finally, the precise description of the methods could be
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expanded for reaching a broader biology audience; in particular, the
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@@ -157,8 +157,24 @@ one.
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could benefit from greater clarity to avoid the need to explore the
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results first in order to understand well.}
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\response{We added a sentence that describes how we generate those
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stimuli in the Fourier domain (lines 156--160).}
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\response{We are sorry for the confusion. The cutoff frequencies
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stated are pure stimulus parameters and not related to the filtering
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performed by the respective neurons. ``White noise'' refers to a
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time series that has equal power at all frequencies (like white
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light) --- this choice of signal is agnostic with respect to the
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preferred time scales of the system because all frequencies (or,
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timescales) appear equally on the stimulus side. Bandpass-limited
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white noise has equal power at all frequencies up to a cutoff
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frequency that the experimenters choose in order to distribute the
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total power over a reasonable frequency range in which they expect a
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measurable response of the system under investigation. The choice
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was different for ampullary receptors and P-units as stated in the
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manuscript, but the stated values are not related with the actual
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bandpass filtering that the neurons perform on the input
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stimulus. The latter are quantified in the paper when we look at the
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linear and nonlinear response functions of the cells. We completely
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rewrote the description of the white-noise stimuli in the methods
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sections (lines 155--160).}
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\issue{Line 154. This procedure elicits a modulation of the envelope
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of the reafferent signal. To achieve this, you adopted distinct
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@@ -171,7 +187,7 @@ one.
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\response{We increased the amplitude of the white noise until the
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standard deviation (not the mean) of the resulting modulation of the
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EOD reached 1 to 5\,\%. We rephrased the description of the
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stimulation and hope that this is clearer now (lines 164--168).}
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stimulation and hope that this is clearer now (lines 166--169).}
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\issue{b) with regard to P receptors, you multiplied the head-to-tail
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ongoing signal by a white noise signal and played the resultant
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@@ -221,7 +237,7 @@ one.
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\response{Exactly. We slightly expanded our description to make clear
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that we talk about the signal transduction until it reaches the
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spike initiation zone (lines 258 -- 259).}
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spike initiation zone (lines 260--261).}
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\issue{\large Reviewer \#2}
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@@ -294,7 +310,8 @@ one.
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\response{Thank you for addressing this inconsistency. This was for
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``historical'' reasons. We now decided to use the 1\,ms kernel for
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all figures and analysis. In doing so we also added panels showing
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all figures and analysis. We changed the sentence in the methods
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accordingly (line 183). In doing so we also added panels showing
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firing rates in addition to the response spectra in figure 4. Using
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the more narrow kernel better reveals the details of the time course
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of the firing rate and this way improves the connection between the
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@@ -317,13 +334,13 @@ one.
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frequencies. However, since they are close to the higher one of the
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two beat frequencies they do not show up in the AM as obviously as
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for the settings used in the social envelope papers by Eric Fortune
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and Andre Longtin and colleges (I guess this is what you had in
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and Andre Longtin and colleges (we guess this is what you had in
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mind).}
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\issue{(8) Line 302. "not-small amplitude" is arbitrary and
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vague. Please be clearer and more precise.}
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\response{We rephrased to two sentences in lines 323 -- 325.}
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\response{We rephrased to two sentences in lines 325--327.}
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\issue{(9) Figures 5C and 6C. For the stimuli with the red RAM
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waveforms, please make it clear which contrast is being represented
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@@ -347,11 +364,17 @@ one.
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stronger nonlinearities. There, the stimuli are narrow-band sine
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waves. However, as pointed out in the context of figure 7, when
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using a broad-band noise stimulus instead, this stimulus by itself
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adds background noise to the system that linearizes the
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response. That is why the susceptibilities estimated from noise
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stimuli decrease for higher stimulus contrasts.\\
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adds background noise to the system that linearizes the response. In
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this context, it is crucial to realize that the (linear and
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nonlinear) transfer of a nonlinear system like a neuron depends on
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the background noise. A Gaussian noise stimulus acts here both (i)
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as a signal that evokes a response (linear and nonlinear) and (ii)
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as an additional background noise linearizing the (linear and
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nonlinear) response. In the context of our study it implies the
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susceptibilities estimated from noise stimuli decrease for higher
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stimulus contrasts.\\
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We added a whole paragraph at the beginning of this section to make
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this clear (line 477 -- 482).}
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this clear (lines 479--484).}
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\issue{(12) Lines 655-675. This was a very nice end to the discussion,
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but I would like to see more. I would like the broader significance
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@@ -378,6 +401,6 @@ one.
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frequency and how these may exploit the weakly nonlinear
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interactions. However, we agree that the comparative aspect of the
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conclusion could be expanded. We therefore added one more final
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speculative sentence to the conclusion.}
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speculative sentence to the conclusion (lines 715--716).}
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\end{document}
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