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#stability

3 posts3 participants0 posts today

Muladhara Practice with Meditation

Want to feel connected to the earth and build core strength? Cultivate your sense of stability, security, and calm with this grounding 25-minute hatha practice. This practice closes with a meditation to help you feel present.

Press play when you are ready to feel stable and strong. This practice is FREE.

#Yoga #DailyYoga #YogaEveryDay #HathaYoga #Meditation #RootChakra #FreeYoga #Hatha #Stability #CoreStrength #Calm #Grounding

patreon.com/posts/muladhara-wi

The generosity and effort of the #mutualaid community on fedi cannot be overstated. It is without a doubt an amazing online community with selfless and caring spirit for which I am always grateful and hope someday to be able to give more back to than I take.

I know it's not just us suffering this situation and the collapse of society as we know it means we will sooner all end up impoverished than climb completely out of debt, but the effort nonetheless represents a formidable spirit of solidarity and optimism seldom seen so concentrated in one place in this world.

Thank you all for it. It makes a real difference. <3

My needs continue, so any little bit helps. If you want a specific cost to donate for, please ask, we have many.

#helpfolkslive2025 #moneyhelp #transinneed #fedihelp #giving #queermutualaid #financialaid #vulpibus #donations #donate #stability

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“…evidence from societies with various histories from around the world. It reminds us that democracy is not a Western concept imposed on others. Nor is democracy only possible in wealthy societies. People in Costa Rica are more secure and prosperous than their neighbors in authoritarian Nicaragua. People in Botswana are more secure and prosperous than their neighbors in authoritarian Zimbabwe.”

snyder.substack.com/p/what-dem

Thinking about... · What Democracy BringsBy Timothy Snyder

Categorical Lyapunov Theory I: Stability of Flows
arxiv.org/abs/2502.15276

"Lyapunov's theorem provides a fundamental characterization of the stability of dynamical systems. This paper presents a categorical framework for Lyapunov theory, generalizing stability analysis with Lyapunov functions categorically."

arXiv.orgCategorical Lyapunov Theory I: Stability of FlowsLyapunov's theorem provides a fundamental characterization of the stability of dynamical systems. This paper presents a categorical framework for Lyapunov theory, generalizing stability analysis with Lyapunov functions categorically. Core to our approach is the set of axioms underlying a setting for stability, which give the necessary ingredients for ``doing Lyapunov theory'' in a category of interest. With these minimal assumptions, we define the stability of equilibria, formulate Lyapunov morphisms, and demonstrate that the existence of Lyapunov morphisms is necessary and sufficient for establishing the stability of flows. To illustrate these constructions, we show how classical notions of stability, e.g., for continuous and discrete time dynamical systems, are captured by this categorical framework for Lyapunov theory. Finally, to demonstrate the extensibility of our framework, we illustrate how enriched categories, e.g., Lawvere metric spaces, yield settings for stability enabling one to ``do Lyapunov theory'' in enriched categories.