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Spectral theory framework for analyzing population density dynamics of spiking neurons with refractoriness. Provides rigorous operator-theoretic methods for studying neuronal population dynamics, spectral characterization of Fokker-Planck operators, and transfer function derivation for networks with absolute refractory periods. Use when analyzing spiking neural network stability, oscillatory modes, or refractory effects on population dynamics.
spectral-theory-spiking-neurons-refractoriness is an agent skill entry in ChatHome Skills, sourced from GitHub Skill Search and scored 58/100. # Spectral Theory for Population Density Dynamics of Spiking Neurons with Refractoriness This skill provides a rigorous mathematical framework for analyzing spi. As an agent skill, it packages a reusable instruction set that AI coding agents such as Codex and Claude Code can load to perform this task without hand-written glue code. ChatHome Skills discovered this entry through its daily ingest of official registries and GitHub discovery queries, and re-verifies repository facts, freshness signals, and install metadata on every run. The quality score weighs official-registry presence, a working install command, license clarity, GitHub star trajectory, and repository freshness — the full formula is on the Sources page. The install command above is ready to copy. Review the last-pushed date and repository status before adding spectral-theory-spiking-neurons-refractoriness to a production agent workflow; the snapshot facts below are point-in-time values from the most recent ingest.
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# Spectral Theory for Population Density Dynamics of Spiking Neurons with Refractoriness This skill provides a rigorous mathematical framework for analyzing spiking neural networks