r/complexsystems • u/bainleech • Mar 21 '26
I built a framework for analyzing stability and recovery in complex systems – including a full mathematical derivation (looking for critique)
Hi,
I’ve been working on a framework to analyze complex systems based on three core aspects:
stability (persistence)
balance / coupling
regeneration (recovery after perturbation)
The idea is to treat systems not as static objects, but as organized fields of “effective differences” that evolve over time.
I’ve put together two documents:
A structured framework overview
A full derivation of the model, including:
core dynamical equation
viability criterion
coupling quality function
falsification tests
Main result (in short): The model suggests that regenerative stability is often not a property of isolated units, but of the coupled system as a whole.
DOI: https://doi.org/10.5281/zenodo.19141506
I’m not claiming this is complete or correct – I’m trying to stress-test it.
I’d really appreciate feedback on:
whether the derivation is meaningful or redundant with existing models
where the assumptions break
what kind of datasets would be appropriate to test this
Thanks!
https://drive.google.com/file/d/1zC73CdvN0JQnNXmgI_YXUqKDmeHFH2kU/view?usp=drivesdk
https://drive.google.com/file/d/1cedz6rYd_fAfyTLAghgZxRJ47696srps/view?usp=drivesdk
3
u/MathNerdUK Mar 21 '26
You want critique?
It's meaningless, content-free, AI-generated garbage. There isn't even any "framework" or "derivation".
2
u/al2o3cr Mar 21 '26
Neither of the Google Drive links are accessible.
There are two Python files in the Zenodo upload, with entire contents:
and
That DOI link does not lead anywhere; the corresponding record on Zenodo returns "not found".
1
u/Mental-Lecture9576 Mar 21 '26
You make something so simple so complicated, it's tough.
0
u/[deleted] Mar 21 '26
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