Can we leverage Lisp to build an intuition about mathematical theories? I 
think so. If we translate the formulas of a mathematical system in Lisp 
code, we gain in at least two ways:

1, Readability: S-expressions are more familiar to Lispers than traditional 
mathematical notation.
2, Interactivity: With executable source code, we can experiment at the 
REPL, step through processes, and *construct* an understanding.

Taking this idea further, could we use Lisp to encode the mathematical 
system that birthed it, namely recursion theory? This is what I'm exploring 
in my new blog post, Lisp's grandfather paradox 
<https://danielsz.github.io/20240718T060528--lisps-grandfather-paradox__clojure_lisp_scheme.html>
.

I'll be talking 
<https://2024.heartofclojure.eu/talks/the-shoulders-of-giants-or-uncovering-the-foundational-ideas-of-lisp/>
 more 
on Lisp and its foundations at the upcoming Heart Of Clojure 
<https://2024.heartofclojure.eu/> conference on September 18 & 19, Leuven, 
Belgium. I hope to see you there! Haven't got a ticket yet? Use this link 
<https://ti.to/heart-of-clojure/2024/discount/daniel-szmulewicz-A11D2> for 
a 5% discount.

I'd love to hear your thoughts on this topic. Have you used Lisp to explore 
mathematical concepts? Share your experiences!

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