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Research ArticleResearch Article: New Research, Integrative Systems

Vigor Encoding in the Ventral Pallidum

James Lederman, Sylvie Lardeux and Saleem M. Nicola
eNeuro 29 July 2021, 8 (4) ENEURO.0064-21.2021; https://doi.org/10.1523/ENEURO.0064-21.2021
James Lederman
Departments of Neuroscience and Psychiatry, Albert Einstein College of Medicine, Bronx, NY 10528
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Sylvie Lardeux
Departments of Neuroscience and Psychiatry, Albert Einstein College of Medicine, Bronx, NY 10528
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Saleem M. Nicola
Departments of Neuroscience and Psychiatry, Albert Einstein College of Medicine, Bronx, NY 10528
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  • Figure 1.
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    Figure 1.

    Ventral Pallidal neurons are cue-responsive and their firing reflects cue value. A, Illustration of the behavioral task. Lp, lever press; rwd, reward; cue, DS or NS. B, Raster plot (upper panels) showing firing aligned to DS and NS onset for a representative neuron. Movement onset is depicted for each trial by a green dot. Histogram (lower panel) shows mean firing rate across all correct trials for DS (red) and NS (black). C, Heatmaps (upper panels) depict DS and NS response for all cue-excited neurons (N = 165). Color represents Z-score of firing rate as compared with a 1-s precue baseline. The lower panel shows the mean frequency of firing rate for neurons significantly excited by the DS. D, Mean firing response to DS aligned to DS onset for first-quartile (shortest) movement onset latency (upper plot) and fourth-quartile (longest) movement onset latency trials (lower plot). Red line depicts average cue-evoked firing on DS trials in 98 DS-excited neurons. Blue and green lines depict cumulative percentage of locomotor onsets and lever presses, respectively. Note that the firing response to DS onset is similar in the two latency conditions, indicating that little to none of the excitation is because of a secondary excitation at movement onset. E, Same as C but firing is aligned to movement onset for all trials. F, Correlation of normalized (Z-score) response to the NS versus DS (40- to 180 ms window following cue-onset) for each neuron. Shapes indicate the animal from which the neuron was recorded. Red line indicates best-fit linear regression (r2 = 0.52). Slope <1 indicates that neurons respond more strongly to DS than NS.

  • Figure 2.
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    Figure 2.

    Scree plot of factor analysis on locomotor variables and cross-correlation coefficients of variables selected for GLM. A, A scatter plot showing the normalized magnitude of the scalar component of each principal component (eigenvalue), where the mean value of all eigenvalues is 1. Because five components have values >1, we considered these five factors in subsequent FA of the data. B, Correlation matrix showing the correlation coefficients for each pair of variables used in the GLM analysis.

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    Figure 3.

    Cue-evoked firing of VP neurons was correlated with movement speed toward the lever and with lever proximity at cue onset. Analysis results from the larger (10-variable) GLM are shown. A, Each bar indicates mean and SE of normalized regression estimates (IDR Firing Difference, the percent change in firing response across the IDR of the variable) for 165 cue-excited neurons in the overall firing response window (40–400 ms after DS onset). Dark shaded bars indicate significantly correlated regressors. B, Individual distributions of three regressors across cue-excited neurons. Gray bars indicate individually significant coefficients. C, E, Same as A but for the early and late response windows, respectively. D, F, Same as B but for the early and late response windows, respectively. In B, D, F, the vertical bar indicates the mean, and the color of the bar indicates whether the mean is significantly different from 0 (red, p < 0.05, one sample t test with Holm’s modified Bonferroni correction).

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    Figure 4.

    Representative neurons with firing related to distance from the lever at cue onset. Each raster/histogram pair shows one neuron’s firing in selected DS trials aligned to DS onset. Rasters show the time at which the neuron fires and are sorted from trials where the animal is closest to the lever (top) to farthest (bottom). Histograms show the mean firing rate across trials.

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    Figure 5.

    Comparison of IDR Firing Differences across rats. Each box-and-whisker plot describes an individual rat’s neurons’ IDR Firing Difference values for the indicated variable. The heavy horizontal line is the median, the box delimits the interquartile range, the lower whisker shows the smaller of the 25th percentile minus 1.5 times the interquartile range or the lower limit of the data range; the upper whisker shows the larger of the 75th percentile plus 1.5 times the interquartile range or the upper limit of the data range; and the individual points show values outside the whisker range; p values are the result of cross-subject ANOVAs.

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    Figure 6.

    Focused GLM. Analysis results from the focused (three-variable) GLM are shown. Figure panels are as described for Figure 3.

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    Figure 7.

    Bilateral but not unilateral infusion of the D1 antagonist SCH-23390 into the NAc severely impairs behavioral performance. Box plots show the mean (horizontal line), interquartile range (box), extremes (whisker), and outliers (points) of the response ratio for the indicated cue (DS or NS) preinfusion and postinfusion of the indicated drug (for detailed description of box-and-whisker plots, see legend to Fig. 5). Unilat., unilateral.

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    Figure 8.

    The D1 antagonist SCH-23390 infused into the NAc does not significantly alter VP neuronal responses to DS onset, except when infused bilaterally. A–E, Heat maps depicting firing responses of neurons that were significantly activated by DS onset. Data from the same neurons (in the same order) are shown before (pre, upper) and after (post, lower) infusion. F–J, Correlation of mean Z-score of response in the 40- to 180-ms window following DS-onset before and after infusion. K–O, Same as F–J but for the response window of 180–400 ms following cue-onset.

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    Figure 9.

    Recording electrode (X) and infusion cannula sites (solid circles) were localized following completion of experimental session from 20-μm sections. Coordinates were determined by comparison with nearby landmark features (Paxinos and Watson, 1998). Numbers indicate anteroposterior distance of the coronal section from bregma (mm).

Tables

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    Table 1

    Locomotor and behavioral variables

    VariableUnits
    Locomotor Variables
    1Radial velocity with respect to operant lever (mean)mm/s
    2Radial velocity with respect to operant lever (maximum)mm/s
    3Radial velocity with respect to operant lever (SD)mm/s
    4Speed (mean)mm/s
    5Speed (SD)mm/s
    6Speed (maximum)mm/s
    7Move durations
    8Path lengthmm
    9Latency to time of maximum speeds
    10Latency to time of maximum accelerations
    11Maximum distance between actual path and best (straight line) pathmm
    12Turn efficiency (cumulative summed change in heading/net change in heading)None
    13Angular velocity with respect to operant lever (SD)Radians/s
    14Angular velocity with respect to operant lever (maximum)Radians/s
    15Angular velocity with respect to operant lever (mean)Radians/s
    16Signed change in head orientationRadians
    17Radial velocity with respect to operant lever (mean)mm/s
    18Path efficiencyNone
     Variables measured at moment of cue onset 
    19The distance from the lever at movement-onsetmm
    20Time elapsed since last reward receiveds
    21Time elapsed since last lever presss
    22Time elapsed since last cue (DS or NS)s
    23Head orientation with respect to leverRadians
    • A total of 23 locomotor and behavioral variables were used for GLM analysis.

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    Table 2

    Summary statistics by experimental subject

    SubjectSessionsResponse
    ratio (DS)
    Response
    ratio (NS)
    DS, locomotor
    latency (s)
    NS, locomotor
    latency (s)
    DS, mean
    locomotor
    speed (m/s)
    NS, mean
    locomotor
    speed (m/s)
    μσμσμσμσ
    170.930.111.161.662.102.070.340.130.290.13
    2110.920.101.391.662.242.100.360.150.330.14
    350.910.131.061.412.822.600.260.110.230.08
    420.900.061.271.492.622.420.370.130.310.11
    Grand mean0.920.101.221.562.452.300.330.130.290.12
    • Data from four subjects were used for analysis in this study. This table shows the number of sessions from each subject that contributed data for analysis in this study as well as the response ratios, locomotor onset latency, and mean speed of approach to the operandum for each subject across all sessions for both DS and NS responses (defined as pressing the active lever operandum within 10 s of cue presentation).

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    Table 3

    Factor loadings

    Factor 1Factor 2Factor 3Factor 4Factor 5Rep score
    Maximum of radial velocity (with respect to operandum)0.940.250.160.01−0.030.55
    SD of radial velocity (with respect to operandum)0.920.140.130.300.000.36
    SD of speed0.880.100.370.220.000.18
    Maximum speed0.880.240.39−0.020.020.25
    Move duration0.090.950.06−0.070.080.78
    Path length0.340.820.290.330.05−0.18
    Latency to maximum speed0.040.770.09−0.08−0.020.73
    Latency to maximum acceleration0.040.750.08−0.090.000.72
    Maximum deviation from direct path0.210.660.280.580.10−0.50
    SD of angular velocity (with respect to operandum)0.390.120.870.170.000.19
    Maximum of angular velocity (with respect to operandum)0.450.230.82−0.020.19−0.02
    Mean of angular velocity (with respect to operandum)0.180.230.740.45−0.380.26
    Turn efficiency0.010.040.04−0.200.02NA
    Mean radial velocity (with respect to operandum)0.540.200.140.770.20−0.30
    Mean speed0.490.240.370.750.01−0.36
    Path efficiency−0.03−0.020.110.48−0.020.43
    Movement onset latency−0.120.01−0.04−0.150.01NA
    Net change in heading−0.01−0.030.00−0.010.01NA
    • PCA followed by FA was used as the basis to select a subset of variables for subsequent use as regressors in GLMs to detect correlation with neuronal activity. Variables used as regressors are shown in bold. We selected a representative variable for each factor based on high loading onto its representative factor and low co-loading onto other factors (which together are represented by the rep score, the variable’s highest factor loading minus the sum of its loadings onto all other factors). These representative variables were: factor 1, maximum of radial velocity with respect to operandum; factor 2, move duration; factor 3: SD of angular velocity with respect to operandum; factor 4, path efficiency. Additionally, we selected three “independent” variables that did not load strongly onto any one factor (turn efficiency, net heading change, and movement onset latency). NA, not applicable.

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    Table 4

    Statistical summary table

    ComparisonFigureTestStatisticp valueMultiple comparison procedure
    DS-evoked firing vs NS-evoked firing1FWilcoxonV = 18013p < 0.0001None
    DS-evoked firing: behavioral response vs no responsen/aWilcoxonV = 11007p < 0.0001None
    Large model, overall firing window tests for IDR firing difference from 0
    Maximum radial velocity3A,Bt2.53p = 0.13Holm
    Move duration3At1.33p = 0.19Holm
    SD of angular velocity3At0.43p = 0.67Holm
    Path efficiency3A,Bt2.61p = 0.10Holm
    Net Δ in heading 3At1.67p = 0.10Holm
    Turn efficiency3At0.50p = 0.62Holm
    Latency to move3At−1.40p = 0.17Holm
    Distance from lever3A,Bt−1.37p = 0.17Holm
    Time since reward3At−0.96p = 0.34Holm
    Time since cue3At1.60p = 0.11Holm
    Large model, early firing window tests for IDR firing difference from 0
    Maximum radial velocity3C,Dt1.75p = 0.084Holm
    Move duration3Ct1.95p = 0.054Holm
    SD of angular velocity3Ct0.92p = 0.36Holm
    Path efficiency3C,Dt3.48p = 0.00075Holm
    Net Δ in heading3Ct1.56p = 0.12Holm
    Turn efficiency3Ct−0.76p = 0.45Holm
    Latency to move3Ct−1.52p = 0.13Holm
    Distance from lever3C,Dt0.65p = 0.52Holm
    Time since reward3Ct−0.35p = 0.73Holm
    Time since cue3Ct0.71p = 0.48Holm
    Large model, late firing window tests for IDR firing difference from 0
    Maximum radial velocity3E,Ft3.48p = 0.00075Holm
    Move duration3Et1.00p = 0.32Holm
    SD of angular velocity3Et0.64p = 0.52Holm
    Path efficiency3E,Ft0.75p = 0.45Holm
    Net Δ in heading3Et1.38p = 0.17Holm
    Turn efficiency3Et2.74p = 0.0074Holm
    Latency to move3Et0.27p = 0.79Holm
    Distance from lever3E,Ft−3.66p = 0.00042Holm
    Time since reward3At0.62p = 0.54Holm
    Time since cue3At1.27p = 0.21Holm
    Comparison of IDR firing response across rats
    Path efficiency, early excitation window5AANOVAF = 0.8727p = 0.458
    Maximum radial velocity, late excitation window5BANOVAF = 0.32p = 0.812
    Lever distance, late excitation window5CANOVAF = 6.84p = 0.0003
    Focused model, overall firing window tests for IDR firing difference from 0
    Maximum radial velocity6A,Bt2.18p = 0.032Holm
    Path efficiency6A,Bt2.22p = 0.029Holm
    Distance from lever6A,Bt−1.64p = 0.10Holm
    Focused model, early firing window tests for IDR firing difference from 0
    Maximum radial velocity6C,Dt1.24p = 0.22Holm
    Path efficiency6C,Dt3.26p = 0.0015Holm
    Distance from lever6C,Dt0.46p = 0.65Holm
    Focused model, late firing window tests for IDR firing difference from 0
    Maximum radial velocity6E,Ft2.42p = 0.017Holm
    Path efficiency6E,Ft0.69p = 0.49Holm
    Distance from lever6E,Ft−4.33p = 0.000037Holm
    Regression of Q2 vs Q1 early firing Z scores for no infusion
    Intercept8Ft0.62p = 0.54None
    Slope8Ft9.89p = 3.59 × 10−13None
    Slope vs 18Ft−1.03p = 0.31None
    Regression of Q2 vs Q1 early firing Z scores for bilateral vehicle
    Intercept8Gt0.36p = 0.72None
    Slope8Gt4.50p = 0.00022None
    Slope vs 18Gt−0.07p = 0.945None
    Regression of Q2 vs Q1 early firing Z scores for contralateral SCH-23390
    Intercept8Ht0.108p = 0.915None
    Slope8Ht5.92p = 4.87e-6None
    Slope vs 18Ht0.35p = 0.73None
    Regression of Q2 vs Q1 early firing Z scores for ipsilateral SCH-23390
    Intercept8Itt = 1.23p = 0.23None
    Slope8Itt = 5.81p = 2.68e-6None
    Slope vs 18It−1.12p = 0.27None
    Regression of Q2 vs Q1 early firing Z scores for bilateral SCH-23390
    Intercept8Jt−0.04p = 0.97None
    Slope8Jt3.79p = 0.0016None
    Slope vs 18Jt−8.37p = 3.09e-7None
    Regression of Q2 vs Q1 late firing Z scores for no infusion
    Intercept8Kt0.28p = 0.78None
    Slope8Kt10.71p = 2.53e-14None
    Slope vs 18Kt−1.25p = 0.22None
    Regression of Q2 vs Q1 late firing Z scores for bilateral vehicle
    Intercept8Lt0.79p = 0.44None
    Slope8Lt8.44p = 5.08e-8None
    Slope vs 18Lt−0.18p = 0.857None
    Regression of Q2 vs Q1 late firing Z scores for contralateral SCH-23390
    Intercept8Mt0.51p = 0.61None
    Slope8Mt6.41p = 1.53e-6None
    Slope vs 18Mt−2.36p = 0.027None
    Regression of Q2 vs Q1 late firing Z scores for ipsilateral SCH-23390
    Intercept8Nt0.80p = 0.43None
    Slope8Nt8.16p = 5.37e-9None
    Slope vs 18Nt−1.10p = 0.28None
    Regression of Q2 vs Q1 late firing Z scores for bilateral SCH-23390
    Intercept8Ot−1.60p = 0.13None
    Slope8Ot5.72p = 3.17e-5None
    Slope vs 18Ot−8.61p = 2.13e-7None
    • List of statistical comparisons and results.

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Vigor Encoding in the Ventral Pallidum
James Lederman, Sylvie Lardeux, Saleem M. Nicola
eNeuro 29 July 2021, 8 (4) ENEURO.0064-21.2021; DOI: 10.1523/ENEURO.0064-21.2021

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Vigor Encoding in the Ventral Pallidum
James Lederman, Sylvie Lardeux, Saleem M. Nicola
eNeuro 29 July 2021, 8 (4) ENEURO.0064-21.2021; DOI: 10.1523/ENEURO.0064-21.2021
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Keywords

  • Accumbens
  • in vivo electrophysiology
  • motivation
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  • ventral pallidum

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