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Mathematics, too, is analogy.

Posted on February 23, 2019 by Kenneth Udut Leave a comment

Mathematics, too, is analogy.

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« “Kenneth, the seamless creator” “Kenneth, the masterful deconstructionist.”

My own search for… decades now… since I was a teenager at least – has NOT been “Ultimate theories for everybody and everything”. Rather it’s been: “I have a view of things. What is it? Where and how is my view of things reflected elsewhere in a better, deeper way, so that I can see my view reflected back at me and understand my own view better?” »

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a math person found this post of mine from last year on Instagram. I think this corresponds nicely with the thing I’ve been working on but I’m not sure yet. if category theory is the name of the domain, object might be a principle and morphism an application — or is it a tool? if logic is the name of the domain, a proposition might be a principle and a proof an application — or is it a tool? a cobordism in topology definitely looks like a tool. and in computation , programs have inputs and output which interfaces two or more domains it’s looking more like tools. but I have to look at all. if these applications of my principles is true, it will be an interface between my principles and principles of other domains … … that means applications of domains are tools? I might need to simplify more. that would be great if it holds.
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