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A  Writing/ERLM/research-approach/outline.md

M  "Zettelkasten/Permanent Notes/20250911170650-lipschitz-continuous.md"

M  "Zettelkasten/Permanent Notes/Literature Notes/LIT-20250911143337-multiple-lyapunov-functions-and-other-analysis-tools-for-swtiched-and-hybrid-systems.md"
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Dane Sabo 2025-09-16 17:33:55 -04:00
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Okay so here's how things will go:
Integrate V design into the workings here
1. Requirement identification and translation
1. Point towards hardens lando thing
2. we're going to do a nuclear start up sequence
2. Synthesize requirements into a discrete automata
1. this makes up our mode switching behavior
2. There's probably going to be a serious amount of
refinement required here
3. Figure out by the structure of the nodes what the
purpose of the mode is
1. Do all traces leave? Do any traces leave? What
does this mean for the FUNCTION of the node?
3. Build controllers that satisfy each mode requirement
1. Reachability to ensure valid input and output sets?
2. We can ensure zeno behavior won't happen by looking
at the interface between modes
3. We should also see based on reachability that a well
built controller ONLY can enter the modes as
specified by the discrete automata
4. Contract based methods?
4. Fuck it man, that's like your provability or whatever
man.

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@ -3,8 +3,22 @@ id: 20250911170650
title: Lipschitz Continuous
type: permanent
created: 2025-09-11T21:06:50Z
modified: 2025-09-11T21:06:50Z
modified: 2025-09-16T16:32:37Z
tags: []
---
# Lipschitz Continuous
Lipschitz continuous functions are a special case of
continuous functions. Lipschitz continuity means that a cone
can be created with slope less than some real number
$K$.
Fora a real valued function in one dimension, Lipschitz
continuity is defined as:
$$| f(x_1) - f(x_2)| \leq K|x_1 - x_2|$$
Lipschitz continuity can be expanded to vector fields. From
here, we can say that ODE trajectories do NOT intersect, and
that every trajectory is unique.

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@ -3,7 +3,7 @@ id: LIT-20250911143337
title: Multiple Lyapunov Functions and Other Analysis Tools for Swtiched and Hybrid Systems
type: literature
created: 2025-09-11T18:33:37Z
modified: 2025-09-11T21:53:20Z
modified: 2025-09-16T17:23:17Z
citekey:
---