Continuous Time Markov Chains; Spectral Gap; Exponential Ergodicity; Stochastic Reaction Networks; Complex-Balanced Systems | Daniele Cappelletti

Continuous Time Markov Chains; Spectral Gap; Exponential Ergodicity; Stochastic Reaction Networks; Complex-Balanced Systems | Daniele Cappellettihttps://staff.polito.it/daniele.cappelletti/tags/continuous-time-markov-chains-spectral-gap-exponential-ergodicity-stochastic-reaction-networks-complex-balanced-systems/Continuous Time Markov Chains; Spectral Gap; Exponential Ergodicity; Stochastic Reaction Networks; Complex-Balanced SystemsHugo Blox Builder (https://hugoblox.com)en-usSun, 01 Jun 2025 00:00:00 +0000https://staff.polito.it/daniele.cappelletti/media/icon_hu5f10e980c33fbf9ed31892e967235fa8_623088_512x512_fill_lanczos_center_3.pngContinuous Time Markov Chains; Spectral Gap; Exponential Ergodicity; Stochastic Reaction Networks; Complex-Balanced Systemshttps://staff.polito.it/daniele.cappelletti/tags/continuous-time-markov-chains-spectral-gap-exponential-ergodicity-stochastic-reaction-networks-complex-balanced-systems/A New Path Method for Exponential Ergodicity of Markov Processes on $\mathbb{Z}^d$, with Applications to Stochastic Reaction Networkshttps://staff.polito.it/daniele.cappelletti/publication/acfk-2025/Sun, 01 Jun 2025 00:00:00 +0000https://staff.polito.it/daniele.cappelletti/publication/acfk-2025/<p><em>This work was produced within the <a href="https://constrained.polito.it/" target="_blank" rel="noopener">ConStRAINeD</a> project (PRIN 2022, Prot. 2022XRWY7W).</em></p>