Creează un cont pentru a te abona la acest blog și a-i urmări articolele pe pagina Lectură.
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I’ll start off with a clarification.
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I have heard the requests to start posting lecture notes.
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Last time, I mentioned that I would have changed up how I presented the initial information.
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If you want to test out new control algorithms on a piece of machinery that costs billions of dollars, it’s probably a good idea to first test them out on machinery that only costs thousands of dollars first.
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I’m currently teaching an informal course in category theory at Caltech.
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A poset can be thought of as a category with the property that each hom-set is either empty or singleton (technically that’s a preorder, but I’ll skip that for now).
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Years ago, I would took a bunch of CS courses with C++ as the language of interest.
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Category theory has been “applied” in one sense or another since the beginning.
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Originally I was planning to write a post called something like “monoid facts everyone should know”, but I’m going easy on myself and giving you just one fact for now.
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In this post, I’ll show you the diagrams I used while thinking about monoidal monads. this is building on the diagrams I show you in the first part.