I AI Discovers Alternate Physics - What Do You Think?

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An AI analyzed a classic double pendulum experiment and proposed using 4.7 variables to describe its motion, raising questions about the interpretation of these variables. The discussion suggests that the AI's approach might indicate alternative methods of analyzing physical phenomena, potentially hinting at different frameworks of physics. Some participants speculate that this could parallel the idea of a galactic civilization having its own "new physics." The mention of chaos theory and fractals introduces the concept of non-integer dimensions as a possible explanation for the 4.7 variables. Overall, the conversation explores the implications of AI in redefining our understanding of physical laws.
Joseph M. Zias
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Recent article describes using AI to view classic pendulum experiment. Finds different variable to analyze the event.
There is a recent article, see below, where an AI equipped computer viewed a classic physics experiment with a double pendulum. The AI algorithm determined some different variables to describe the motion. One problem with this is the AI suggested 4.7 variables - that I don't understand - but nevertheless it is plausible that the analysis of physical events might be done differently. It was suggested that another galactic civilization might have a "new physics" as-it-were. What do you folks think of this?

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It sounds like a fun experiment. It is possible that the AI considers position, velocity, acceleration
, and jerk as four independent variables.
 
Joseph M. Zias said:
Summary: Recent article describes using AI to view classic pendulum experiment. Finds different variable to analyze the event.

One problem with this is the AI suggested 4.7 variables - that I don't understand - but nevertheless ...
I haven't read the paper (paywall: https://www.nature.com/articles/s43588-022-00281-6) and I'm not sure if it explains 4.7 at all, but my first thought was:

A double pendulum is chaos theory. Chaos theory uses fractals. Fractals have non-integer dimensions. A dimension can be interpreted as a degree of freedom, hence a free variable. Such an interpretation could have led to the catch phrase: 4.7 dimensions.
 
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