I fell down the rabbit hole of minimal LISP implementations again, and found this: github.com/rui314/minilisp

You get a LISP in ~1k lines of commented C code.

There's also an implementation that strips away the GC, making it even simpler!

it's approachable enough that I think I might try to hack in a Forth, as a proof of concept. In my computer music works, I find myself constantly thinking in both S-expressions and postfix notation.

For example, a sine modulating the frequency of another sine to make vibrato would look like this in postfix notation:

You could turn the sine LFO into an s-expression like this:

(sine 6 100) 440 add 0.5 sine

Encapsulating the whole frequency input of the sine oscillator:

(add 440 (sine 6 100)) 0.5 sine

and, finally, the equivalent patch as an S-expression:

(sine (add 440 (sine 6 100)) 0.5)

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@paul 6 100 sin 400 + 0.5 sin 👍

@neauoire @paul my favourite is definitely the s-expression, but that’s probably because i’ve been spending a lot of time in clojure lately.

@emenel @paul the 1k lines lisp implementation is going to be pretty large in comparison to the equivalent RPN interpreter.

@emenel @neauoire In my experience: S expression is easier to read. RPN is more fun to type.

@paul @emenel I'm just a sucker for RPN, use whatever feels best :)

@paul @neauoire yes, i concur with this. long bits of RPN get really scrambled in my mind when i try to read them :)

@paul @emenel @neauoire this makes me think, perhaps an editor shortcut that transforms an RPN expr into an S-expr would be helpful here?

@neauoire For sure! This would be a much better abbreviation.

This top and bottom are both valid programs in two existing systems of mine. But not the stuff in between.

The reason why I use "add" is because "add" is actually an audio rate node, and "+" is a primitive arithmetic operation.

"sin" is pretty good, but it overloads the trig operation ("sine" is actually a table-lookup sine oscillator in my system).

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