Christopher W. Lynn
@chriswlynn.bsky.social
82 followers 68 following 28 posts
Statistical physics of the brain 🧠 & other complex systems 🦠 | Asst Prof of Physics & QBio at Yale X: @ChrisWLynn Lab: lynnlab.yale.edu/
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chriswlynn.bsky.social
First paper from the lab! 🤠

Understanding the statistical physics of the brain is hard (in part) because statistical physics is hard. We find a class of max ent models that can be solved EXACTLY in very large neural systems

Led by the awesome David Carcamo www.pnas.org/doi/10.1073/...
Statistical physics of large-scale neural activity with loops | PNAS
As experiments advance to record from tens of thousands of neurons, statistical physics provides a framework for understanding how collective activ...
www.pnas.org
chriswlynn.bsky.social
First paper from the lab! 🤠

Understanding the statistical physics of the brain is hard (in part) because statistical physics is hard. We find a class of max ent models that can be solved EXACTLY in very large neural systems

Led by the awesome David Carcamo www.pnas.org/doi/10.1073/...
Statistical physics of large-scale neural activity with loops | PNAS
As experiments advance to record from tens of thousands of neurons, statistical physics provides a framework for understanding how collective activ...
www.pnas.org
Reposted by Christopher W. Lynn
wutsaiyale.bsky.social
WTI's Inspiring Speaker Series continues this week with Timothy Lillicrap, “Model-based reinforcement language for reasoning in games and beyond”

10.9.25 | 10 – 11:15a
100 College St, Workshop 1116
🔗 wti.yale.edu/event/2025-10/inspiring-speaker-tim-lillicrap

All Yale community members are welcome.
Reposted by Christopher W. Lynn
jess-cardin.bsky.social
I thought we would never work on gamma oscillations again, but I was wrong 🤷‍♀️ So happy to see this work out in @nature.com! This was a truly epic project spearheaded by @q-perrenoud.bsky.social. Gamma isn't always an oscillation, but it's critical for sensory encoding and perceptual performance 🧠
Reposted by Christopher W. Lynn
sfiscience.bsky.social
Final week to apply for the 2026 SFI Complexity Postdoctoral Fellowships

If you're an early-career scholar and passionate about collaborative, transdisciplinary research beyond traditional departments, this is the postdoc fellowship for you.

Deadline: Oct 1, 2025

Apply: santafe.edu/sfifellowship
Reposted by Christopher W. Lynn
aps-dbio.bsky.social
Have a striking image of your biophysics research? 🐭🐒🐛🪰🦠Submit it to the DBIO Image Contest!

The winning images will be advertised on shirts and other media at the 2026 Global Physics Summit.

Submit here:
forms.gle
Reposted by Christopher W. Lynn
Reposted by Christopher W. Lynn
Reposted by Christopher W. Lynn
Reposted by Christopher W. Lynn
marcelomattar.bsky.social
Thrilled to see our TinyRNN paper in @nature! We show how tiny RNNs predict choices of individual subjects accurately while staying fully interpretable. This approach can transform how we model cognitive processes in both healthy and disordered decisions. doi.org/10.1038/s415...
Discovering cognitive strategies with tiny recurrent neural networks - Nature
Modelling biological decision-making with tiny recurrent neural networks enables more accurate predictions of animal choices than classical cognitive models and offers insights into the underlying cog...
doi.org
Reposted by Christopher W. Lynn
mleighton.bsky.social
Interested in coarse-graining, irreversibility, or neural activity in the hippocampus?

If so, check out our new preprint exploring how maximizing the irreversibility preserved from microscopic dynamics leads to interpretable coarse-grained descriptions of biological systems!
chriswlynn.bsky.social
Biology consumes energy at the microscale to power functions across all scales: From proteins and cells to entire populations of animals.

Led by @qiweiyu.bsky.social‬ and @mleighton.bsky.social‬, we study how coarse-graining can help to bridge this gap 👇🧵

arxiv.org/abs/2506.01909
Reposted by Christopher W. Lynn
qiweiyu.bsky.social
Living systems operate nonequilibrium processes across many scales in space and time. Is there a model-free way to bridge the descriptions at different levels of coarse-graining? Here we find that preserving the evidence of time-reversal symmetry breaking works remarkably well!
chriswlynn.bsky.social
Biology consumes energy at the microscale to power functions across all scales: From proteins and cells to entire populations of animals.

Led by @qiweiyu.bsky.social‬ and @mleighton.bsky.social‬, we study how coarse-graining can help to bridge this gap 👇🧵

arxiv.org/abs/2506.01909
chriswlynn.bsky.social
Check out the preprint for much more: "Coarse-graining dynamics to maximize irreversibility"

And a massive shout out to the leaders of the project: Qiwei Yu (@qiweiyu.bsky.social‬) and Matt Leighton (@mleighton.bsky.social‬)
chriswlynn.bsky.social
In neural dynamics in the hippocampus, the maximum irreversibility coarse-graining uncovers a large-scale loop of flux in neural space that is directly driven by the animal's movement in physical space.
chriswlynn.bsky.social
In chemical oscillators, the maximum irreversibility coarse-graining picks out macroscopic loops of flux that dominate the dynamics.
chriswlynn.bsky.social
Across a range of living systems, this maximum irreversibility coarse-graining uncovers key biological functions.

For example, in models of kinesin (a motor protein that ships cargo inside your cells), we can derive simplified dynamics without losing any irreversibility.
chriswlynn.bsky.social
When living systems burn energy, they drive irreversible dynamics and produce entropy.

Under coarse-graining, the apparent irreversibility can only decrease.

This means that -- at every level of description -- there's a unique coarse-graining with maximum irreversibility.
chriswlynn.bsky.social
Biology consumes energy at the microscale to power functions across all scales: From proteins and cells to entire populations of animals.

Led by @qiweiyu.bsky.social‬ and @mleighton.bsky.social‬, we study how coarse-graining can help to bridge this gap 👇🧵

arxiv.org/abs/2506.01909
chriswlynn.bsky.social
In neural dynamics in the hippocampus, the maximum irreversibility coarse-graining uncovers a large-scale loop of flux in neural space that is directly driven by the animal's movement in physical space.
chriswlynn.bsky.social
In chemical oscillators, the maximum irreversibility coarse-graining picks out macroscopic loops of flux that dominate the dynamics.
chriswlynn.bsky.social
Across a range of living systems, this maximum irreversibility coarse-graining uncovers key biological functions.

For example, in models of kinesin (a motor protein that ships cargo inside your cells), we can derive simplified dynamics without losing any irreversibility.
chriswlynn.bsky.social
When living systems burn energy, they drive irreversible dynamics and produce entropy.

Under coarse-graining, the apparent irreversibility can only decrease.

This means that -- at every level of description -- there's a unique coarse-graining with maximum irreversibility.