Pre-ripple ACC activity predicts CA1 activity during ripples

A, Left, schematic of a dual 8-tetrode array implanted in the ACC and CA1. Right, two representative brain sections highlighting the recording sites (orange arrows) in the ACC and CA1, top and bottom, respectively. B, Schematic of the contextual fear memory procedure. C, Top, Representative ACC and CA1 LFP from a pre-training sleep session, Y axis scale bar 1 mV. Bottom, individual spikes across ACC and CA1 neurons. D, Heatmap of ACC neuron (N = 10 animals; N = 303 neurons) activity during pre-training sleep surrounding ripple onsets (bin = 5 ms). E, Schematic of GLM decoder. 200 ms bins of ACC spiking data preceding ripple predict CA1 activity 0–100 ms after ripple onset. F, Prediction gain difference in decoding CA1 activity between real and shuffled ACC activity across three pre-ripple predictor windows (–200 to 0 ms, –400 to –200 ms, and –600 to –400 ms; N = 10 animals; N = 291 CA1 neurons). Repeated measures mixed-model analysis revealed a significant effect of predictor type, with real prediction gain exceeding shuffled prediction gain overall (p < .001), and a significant effect of predictor window (p < .001). There was also a significant effect of session (pre vs post) on prediction gain that varied across predictor windows (Window × session interaction, p = .010). Post-hoc comparisons showed that prediction gain was highest in the –200 to 0 ms window relative to earlier windows during pre- and post-training sleep (all Holm-corrected, p < .001). Additionally, the –200 to 0ms window exhibited a significant pre-to-post decrease in prediction gain (Wilcoxon signed-rank, p = .022), whereas the other windows did not. Error bars indicate ± SEM.

Learning dampens ACC→CA1 communication which differs based on task engagement.

A, Correlation of PG scores between pre- and post-training sleep (N = 10 animals; N = 291 CA1 neurons). Spearman’s Rho revealed a significant correlation between pre- and post-training sleep, rho = .269 p < .001. B, PG score rank preservation permutation matrices. Permutation testing revealed that nearly half of CA1 neurons in the top PG score quartile remained in the top quartile after training (49.3%, permutation p < .001), significantly exceeding chance expectations. Whereas retention of bottom-quartile neurons was weaker, showing only a trend above chance (32.9%, permutation p = .052). Extreme transitions between top and bottom categories were uncommon and not enriched above chance (p = .999). C, Left, Schematic of two representative neurons’ firing patterns during training, Neuron 1 increases and Neuron 2 decreases activity during training. Right, correlation scatter plot of CA1 neuron ΔPG and modulation index. Spearman’s Rho revealed a modest positive correlation between variables, rho = .142, p = .020. Purple triangles indicate extreme values that were included in all statistical analyses but are cropped for visualization purposes. D, ΔPG as a function of modulation index quartiles (N = 66 per quartile). Overall quartile effect did not reach significance (Kruskal-Wallis, p = .081). E, PG scores as a function of task modulation. Neurons were divided into the top and bottom modulation index (MI) quartiles. A linear mixed-effects model revealed significant effects of MI quartile (p = .005) and session (p = .017), with a trend-level MI quartile × session interaction (p = .074). Post-hoc comparisons showed a significant pre-to-post reduction in PG score for neurons in the bottom MI quartile (Holm-corrected, p = .010), whereas neurons in the highest MI quartile showed no significant change (Holm-corrected, p = .831). Error bars indicate ± SEM.

Prediction Gain stability differences between sublayers

A, Schematic of sublayer identification based on sharp-wave deflection difference across the pyramidal layer. B, PG scores before and after learning (N = 10 animals; CA1sup: N = 89; CA1deep: N = 61). Mixed-effects model revealed no significant difference in PG scores between sublayers (p = .755) but showed a trend for training session (p = .058). C, Correlation scatter plot of PG score and modulation index for CA1sup neurons (N = 89). Spearman’s Rho revealed no correlation between pre-training and post-training PG scores (rho = .157; p = .143). D, PG score rank preservation permutation matrices for CA1sup neurons (N = 89). Permutation testing revealed that neither top-quartile (36.4%, p = .121) nor bottom-quartile (27.3%, p = .484) retention exceeded chance levels. E, Correlation scatter plot of PG score and modulation index for CA1deep neurons (N = 61). Spearman’s Rho revealed a significant positive correlation between pre- and post-training PG scores for CA1deep neurons (rho = .334; p < .001). F, PG score rank preservation permutation matrices for CA1deep neurons (N = 61). CA1deep neurons’ top-quartile retention was 50.0% and significantly above chance, permutation p = .014. In contrast, bottom-quartile retention did not exceed chance levels, p = .174. Extreme top-to-bottom or bottom-to-top switching occurred in 8 CA1sup neurons (18.2%, p = .902) and 3 CA1 deep neurons (9.4% p = .998). Error bars indicate ± SEM.

Sublayer differences in ACC→CA1 predictive communication as function of modulation index.

A–C, PG score differences across CA1sup neurons with respect to modulation index (N = 7 animals; CA1sup: N = 81). A, Correlation between CA1sup neurons’ ΔPG and modulation index. Spearman’s Rho revealed a significant positive correlation, rho = .349, p < .001). B, ΔPG as a function of modulation-index quartiles for CA1sup neurons (N = 81). A significant effect of modulation-index quartiles was observed (Kruskal-Wallis, p = .014). C, PG scores of top and bottom quartiles of CA1sup neurons. A linear mixed-effects model revealed a significant main effect of training session (p < .001) and quartile x session (p = .002). Post-hoc comparisons revealed a significant pre-to-post decrease in PG score for bottom quartile (Holm corrected, p = .002), with no change in top quartile neurons (Holm corrected, p = .442). D–F, PG score differences across CA1deep neurons with respect to modulation index (N = 6 animals; N = 61 CA1deep neurons). D, Correlation between neurons’ PG score and modulation index. Spearman’s Rho revealed a significant positive correlation between ΔPG and modulation index for CA1sup neurons, rho = .026, p = .842. E, ΔPG as a function of modulation-index quartiles for CA1deep neurons (N = 61). CA1deep exhibited no significant effect of modulation-index quartile was observed (Kruskal-Wallis, p = .591). F, PG scores of top and bottom quartiles of CA1 CA1deep neurons. A linear mixed-effects model did not reveal a significant main effect of training session (p = .149) or quartile x session interaction (p = .934). Likewise, post-hoc comparisons revealed no changes pre-to-post PG scores for either quartile (Bottom quartile: N = 15, Holm corrected, p = .906; Top quartile: N = 15, Holm corrected, p = 1). A linear mixed-effects model revealed a trend-level Modulation Index × Sublayer interaction (p = .063). Error bars indicate ± SEM.

Optogenetic stimulation of the ACC preferentially inhibits CA1sup neurons.

A, Schematic of AAV injection and microdive implant. B, Left, schematic of optogenetic manipulation. Four pulse 25-Hz stimulations were performed during home-cage sleep. Right, representative CA1 LFP response to ACC stimulations. A fast peak, indicating maximal inhibition, occurs approximately 13 ms after stimulation onset. C, Heatmap activity CA1deep (N = 34) and CA1sup neurons (N = 96). D, Linear mixed-effects model revealed a significant Sublayer × Window interaction for the CA1 activity following ACC stimulation, p = .022. There was also an overall sublayer effect, p = .037. Post hoc between-sublayer comparisons showed that the strongest difference occurred in the 0–1 sec window, with CA1sup neurons showing greater suppression than CA1deep (p < .01, FDR-corrected, q = .028). Other time windows were not significantly different after FDR correction. Shaded region indicates mean ± SEM.

Optogenetic stimulation of the ACC differentially affects CA1 interneurons.

A, Normalized waveform of putative PV (N = 17) and V-type interneurons (N = 17). B, Autocorrelograms (ACGs) of putative PV and V-type interneurons across all spikes. ACGs were calculated for each putative PV and V-type interneuron, then averaged across all neurons within each group. C, Normalized firing across population PV and V-type interneurons during sharp-wave ripples. Mann-Whitney U revealed a significant difference in activity during sharp-wave ripples across interneurons, p < .001. D, Top, representative waveform of putative PV interneuron. Bottom, Representative waveform of a V-type interneuron. E, Top, Heatmap of PV interneurons spiking activity following stimulation of the ACC (bin size, 5 ms; N = 17). Bottom, Heatmap of V-type interneurons spiking activity following stimulation of the ACC (bin size, 1 ms; N = 17). F, Theta Phase-locking analysis and per-neuron circular statistics for CA1 interneurons during active wakefulness theta. Top, PV interneuron phase-locking response during theta. PV interneurons showed significant phase locking at 28.8° relative to trough, r = -.795, Rayleigh p < .001. Bottom, V-type interneuron phase-locking response during theta. V-type interneurons showed a per-neuron circular mean preferred phase of 84.5° relative to trough, however, this was not significant, r = .385, Rayleigh p = .079. Per-neuron circular statistics showed that PV and V-Type interneurons differed in preferred theta phase (Watson-Williams, p < .001) and phase-locking strength (Mann-Whitney U test, p < .001). Shaded region indicates mean ± SEM.

ACC→CA1 coupling decreases for CA1sup neurons,

A, ACC-triggered CA1 spike-triggered averages during pre- and post-training SWS, normalized to each neuron’s −200 to −100 ms pre-ACC-spike baseline for all CA1 neurons (left; N = 291), CA1sup (middle; N = 89) and CA1deep (right; N = 62). B, post-training minus pre-training STA difference curves. Black dots indicate lag bins surviving Benjamini–Hochberg false discovery rate (FDR) correction, and gray shading denotes significant clusters identified by an animal-level sign-flip cluster permutation test. Left, CA1 neurons exhibited a significant negative cluster spanning 15–245 ms after ACC spikes (cluster permutation, p = .003). Middle, CA1sup neurons similarly exhibited a significant negative cluster spanning −15 to 195 ms relative to ACC spikes (cluster permutation, p = .008). Right, no significant cluster was detected in CA1deep neurons (cluster permutation, p = .240). Consistent with the full-lag analysis, animal-level baseline-subtracted STA responses were significantly reduced following learning in CA1 neurons (N = 10, paired t-test, p = .008) and CA1sup neurons (N = 8, paired t-test, p = .015), but not in CA1deep neurons (N = 7, paired t-test, p = .838). Direct comparison of animal-level pre-to-post STA changes between CA1sup and CA1deep was not significant (Mann–Whitney U test, p = .093). Data not shown.

Prediction gain differences per animal,

A, Prediction gain differences between CA1 neurons across neurons grouped by animal. Left, Prediction gain difference across all recorded CA1 neurons averaged across animals (N = 10) across pre- and post-training sleep. Wilcoxon signed-ranked test revealed a significant pre-to-post decrease in prediction gain across animal, p = .048. Middle, prediction gain averaged across all recorded CA1sup neurons per animal (N = 8) across pre- and post-training sleep. Wilcoxon signed-ranked test found no significant differences pre to post decrease in prediction gain across animal, p = .250. Right, prediction gain difference across all recorded CA1deep neurons averaged per animal (N = 7) across pre- and post-training sleep. Wilcoxon signed-ranked test found no significant differences in prediction gain for CA1deep neurons across training sessions averaged across animal, p = .575. B, Correlations between modulation index and ΔPG for all CA1 neurons (N = 9), CA1sup (N = 7), and CA1deep (N = 6) per animal. Left, there was no significant correlation between modulation index ΔPG on a per animal basis for all CA1 neurons (Spearman’s rho = -.217, p = .581. Middle, there was no significant correlation between modulation index ΔPG on a per animal basis for CA1sup neurons (Spearman’s rho = .321, p = .498. Right, Likewise, there was no significant correlation between modulation index ΔPG on a per animal basis for CA1deep neurons (Spearman’s rho = -.429, p = .419). Error bars indicate SEM.

CFC freezing response correlated with Prediction gain,

A, Time spent freezing during CFC baseline and recall. Paired t-test revealed a significant difference in time spent freezing between BL and recall, p < .001 (N = 10 animals). B, Correlational analysis between time spent freezing during recall and prediction gain change delta. Pearson’s correlation was not significant between variables r = .593, p = .070. C, Correlation analysis between time spent freezing during recall and pre-training prediction gain (PG) scores. There was not a significant correlation between pre-training PG and freezing during recall, r = -.368, p = .295. D, Correlational analysis between time spent freezing during recall and post-training PG scores. Spearman’s rho did not reveal a significant correlation between post-training PG scores and freezing during recall, rho = -.273, p = .488. Error bars indicate SEM.

Modulation index changes across CFC and modulation index differences between sublayers.

A–C, Modulation indexes separated into discrete time windows: whole CFC recording, pre-shock baseline or post-shock windows. A, Modulation index for all CA1 neurons across three CFC windows (N = 264). A linear mixed-effects model revealed a significant main effect of window, p < .001. Post-hoc paired comparisons showed that modulation index was significantly higher during the pre-shock baseline than whole CFC, (Wilcoxon signed-rank, p < .001). Additionally, post-hoc comparisons significantly lower modulation index during the post-shock onset window than both whole CFC and pre-shock baseline, (Both, Wilcoxon signed-rank, p < .001). B, Modulation index for ACC neurons across three CFC windows (N = 271). A linear mixed-effects model revealed no significant main effect of window, p = .140, C, Modulation index for CA1 firing activity across three CFC windows for CA1 sublayers (CA1sup: N = 81; CA1deep: N = 61). Linear mixed effect ANOVA model revealed a significant main effect of window for CA1 sublayers, p < .001. In CA1sup, modulation index was significantly higher during pre-shock baseline than whole CFC and significantly lower during post-shock onset than both whole CFC and pre-shock baseline, all Wilcoxon signed-rank p < .001. In CA1deep, modulation index was also higher during pre-shock baseline than whole CFC, paired t-test p = .009, and lower during post-shock onset than both whole CFC, Wilcoxon signed-rank p = .003, and pre-shock baseline, Wilcoxon signed-rank p = .008. However, there was no significant main effect of sublayer, p = .090. Furthermore, Window × Sublayer interaction was also not significant, p = .487. Error bars indicate ± SEM.

Representative histology for optogenetic experiments.

A, Optic fiber placement and ChR2 expression. B, Tetrode placement for CA1, arrow indicates location of tetrode tip.

CA1 neuron response to ACC stimulation,

A, Heatmap for CA1sup neuron spiking (bin 20 ms) during wakefulness ACC stimulations (N = 94). B, Heatmap for CA1deepp neuron spiking (bin 20 ms) during wakefulness ACC stimulations (N = 34). Linear mixed effect model revealed no difference between CA1sublayers following ACC stimulation during wakefulness, p = .549.

A–E, Heatmaps for CA1 pyramidal neuron spiking (bin, 20 ms) separated per animal. E, Note, Animal 5 only had one recorded CA1sup neuron. That neuron was added to the CA1deep heatmap (Indicated by blue star).

Putative Classifications of CA1 neurons.

A, Normalized waveform averaged across all recorded neurons for each neuron subtype in optogenetic stimulation studies (Pyramidal N = 130, PVs N = 17, V-type N = 17). B, Putative classifications of neurons based on neuron firing rate and spike width. C, Inter-spike interval for each neuron subtype. D, PV and V-type interneuron burst-index comparison. A two-sided Mann-Whitney U test revealed that PV neurons (N = 17) showed a significantly higher burst index than V-type neurons (N = 17), p < .01. Points indicate individual neurons; horizontal black lines indicate group medians and vertical black lines indicate interquartile ranges. E, Median response latency of significantly responsive neurons following ACC stimulation. Left, V-type interneuron had a median latency 10.5 ms (N = 11, IQR = 8.1–13.3 ms). Points indicate individual neurons; horizontal black lines indicate group medians and vertical black lines indicate interquartile ranges. Right, PV interneurons had a median latency of 97.5ms (N = 17, IQR = 37.5–295 ms). CA1sup neurons had a median latency to respond of 370 ms (N = 54, IQR = 130–830 ms). Points indicate median and horizontal lines interquartile ranges (IQR).

Per animal CA1 interneurons response to ACC stimulation,

A, Heatmap of PV interneuron activity following stimulation of the ACC (bin, 5 ms; N = 17). Colored spheres to the left of each row indicate animal identity. Neurons from the same animal share the same color. B, Heatmap of V-type interneurons spiking activity following stimulation of the ACC (bin, 1 ms; N = 17).