Extended Data Fig. 2: PFNd and PFNv activity bumps in the bridge are phase aligned with the EPG heading signal.
From: Building an allocentric travelling direction signal via vector computation

a, Sample trace, in tethered flight without optic flow, of simultaneously imaged GCaMP6m in EPG cells and jRGECO1a in PFNd cells reveals that the activity bumps of these two cell classes are phase aligned in the bridge. b, Probability distribution of the EPG - PFNd phase in tethered flight without optic flow. In this panel and throughout, the single fly data are in light gray and the population mean is in black. c, d, Same as panels a, b, but for GCaMP6m in EPG cells and jRGECO1a in PFNvcells. e, Top three rows, sample trace of simultaneously imaged GCaMP6m in EPG cells and jRGECO1a in PFNv cells in a tethered, flying fly experiencing optic flow (in the time window bracketed by the vertical dashed lines) with foci of expansion that simulate the following directions of travel: −120°, 0° (forward), 120°. Bottom, circular-mean phase difference between EPG cells and PFNv cells. f, Probability distribution of the EPG - PFNv phase under three optic flow conditions. g, Circular mean of the EPG – PFN phase and s.e.m. under different visual stimulus conditions. Watson-Williams multi-sample tests, P>0.66 when comparing any experimental group with 0°. Note that we only collected a full EPG-PFN, dual-imaging data set with optic flow (moving dots) with PFNv cells because, for reasons that are not fully clear, the jRGECO1a signal was too weak in PFNd cells to properly estimate the PFNd phase outside of the context of stationary dots (i.e., during optic flow). When imaging PFNd cells with a split-Gal4 driver and with GCaMP rather than with jRGECO1a (e.g., Fig. 3j–l), the signal is much brighter.