On the relationship between neuronal heterogeneity and entropy
Abstract
Neuronal size has often been used to explain the "superiority" of the human brain. By deriving the Shannon entropy of different statistical distributions, we show that the entropy of different distributions is solely accounted for by the variance of the distribution. We use total dendritic length of neurons from different species as an example to show that entropy computed from TDL distributions has nothing to do with the absolute size of neurons, but the increased variance seen in the larger neurons.
02 /Specification & Classification
Click any tag to browse matching papersReproducibility ledger
Nobody has reported trying to reproduce this paper yet. Did you replicate an experiment or run the code? Your report saves the next lab a week.
Sign in to file a reproducibility report.
Related papers
- Information encoded in volumes and areas of dendritic spines is nearly maximal across mammalian brains
Jan Karbowski, Paulina Urban·Scientific ReportsPeer-reviewed·Dec 14, 2023
- Random versus maximum entropy models of neural population activity
Ulisse Ferrari, Tomoyuki Obuchi, Thierry Mora·Physical review. EPeer-reviewed·Apr 27, 2017
- Cortical Entropy Values Correlate With Brain Scale-Free Dynamics
Arturo Tozzi, James Francis Peters, Mehmet Niyazi Çankaya·bioRxiv·Jun 7, 2017
- A general principle of dendritic constancy – a neuron’s size and shape invariant excitability
Hermann Cuntz, Alex D. Bird, … Peter Jedlička·NeuronPeer-reviewed·Sep 22, 2021
- Physical Network Constraints Define the Lognormal Architecture of the Brain's Connectome
Benjamin Piazza, Dániel L. Barabási, … Albert-Ĺaszló Barabási·bioRxiv·Feb 27, 2025
- The trade-off between fractal morphology and function of Drosophila neurons
Ildikó-Beáta Márton, Balázs Péntek, Maria Ercsey-Ravasz·bioRxiv·Oct 15, 2026