We're excited that Anna Kutschireiter's work on Bayesian inference in ring attractor networks in collaboration with Melanie Basnak and Rachel Wilson (neither on Mastodon?) is now out at PNAS: https://doi.org/10.1073/pnas.2210622120. Check it out!
We show that ring attractor networks - the canonical models for working memory of a circular variable, like head direction (HD) - can perform Bayesian inference if they are tuned to have slow attractor dynamics. Then, most of the interesting dynamics are actually happening away from the attractor state, where the network features dynamics that allow it to perform Bayesian filtering of sensory inputs.
Specifically we look at Bayesian HD tracking with absolute HD (e.g., landmark) and angular velocity inputs, and show that the ring attractor network can implement close-to-optimal Bayesian inference. It turns out that network connection don't need to be fine-tuned - the network can perform close-to-optimal inference for a wide range of connection strengths. Furthermore, we show how a more distributed network that matches the topology of the Drosophila central complex can perform the same inference as a simpler networks.
You can find more details in a tweet from Anna on the bird site (sorry): https://twitter.com/ankutschi/status/1628467331172114435