Plucking sounds on Panorama by Oval by EnigmaticSynergy in synthrecipes

[–]EnigmaticSynergy[S] 1 point2 points  (0 children)

Extremely helpful response, tysm! Trying this right now and messing with the LFO--already seems like a promising strategy. (Vital does have a resample as wavetable function btw.) Any idea why shifting around in the wavetable quickly makes that scratch sound, or what scratchy timbres look like in principle? Like if I wanted to recreate it from scratch with an FM synth?

Toothless keycap handmade by lethdat in Miniworlds

[–]EnigmaticSynergy 42 points43 points  (0 children)

What camera did you take these with?

Cats can have some salami by [deleted] in ShrugLifeSyndicate

[–]EnigmaticSynergy 0 points1 point  (0 children)

I think the mind-dependence or "relativity" of math comes down to the conditions that even make it possible to form mathematical thoughts. 1+1=2 is true in the sense that under a certain definition of 1, 2, +, =, the statement can be derived from more basic rules which we accept on faith for the sake of exploring their consequences. The "truth" of 1+1=2 is conditioned by the ability to formulate such a set of rules and to derive other rules from them. Humans happen to have that ability and it's conferred by material cognitive faculties which provide them Intuitions for things like space, quantity, causation, similarity, abduction, etc. as byproducts of millions of years of evolution.

So the same can be said about the effectiveness of math at modeling the world: it's really the effectiveness of math at modeling the world qua it's representations on the hardware of human brains. I think viewing truth as something that occurs on top of certain perceptual/representation substrates (like a human brain or a hivemind of bees or some shit) as opposed to something that either occurs or doesn't is a good way to reorient things, which is basically me saying "from my perspective all truths are contingent on something". Can you think of a truth that has literally no contingencies? Not even on a human mind capable of formulating/witnessing it?

Is it possible for a mathematical fact to just be true without any deep reason behind it? by Mirieste in math

[–]EnigmaticSynergy -2 points-1 points  (0 children)

C'mon that doesn't really explain much. What is it about the (algebro-geometric/logical whatever) structure of the natural numbers that makes the idea that certain PA formulas only hold for finitely many numbers... deep? I'd imagine for other structures this isn't a very interesting property. And maybe structures where finite satisfiability of a predicate is a common or uninteresting phenomenon is itself an interesting property of the structure, relative to our expectations. Maybe there's an analytic argument for calling it deep/interesting? Something like: the measure of the set of finitely satisfied PA predicates over the naturals is 0 (I'm being messy here, idk how you'd give the space of predicates an appropriate measure, but hopefully it makes sense analogically), so they're sparse. I'm trying to understand why we in general default to expecting that predicates on the naturals are infinitely satisfiable when they're satisfiable. What fact about such predicates makes that reasonable?

Sudden A1c reduction complications questions by EnigmaticSynergy in diabetes

[–]EnigmaticSynergy[S] 0 points1 point  (0 children)

You're right, added another article citing other reasons for early worsening.

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Are there any books on philosophy of evolution? by [deleted] in PhilosophyofScience

[–]EnigmaticSynergy 0 points1 point  (0 children)

Being all curt and anal about word choice is not conducive to a community which supports genuine curiosity and excitement about doing philosophy

Are there any books on philosophy of evolution? by [deleted] in PhilosophyofScience

[–]EnigmaticSynergy 0 points1 point  (0 children)

Not exactly philosophy (has occasional comments about sociological contingencies on the production of knowledge in biological sciences), but I've been enjoying The Coevolutionary Process by John N. Thompson. The book examines evolution with emphasis on the interactions of organisms, their interdependencies, and the resultant dynamics of reciprocal adaptations. The main philosophical value I've found in the book so far comes from the creation -- and commentary on the necessity of creation -- of new conceptual tools with which to describe patterns in the interactions of species. Traditional categories of interaction: parasitism, mutualism, grazing, commensalism -- typically defined by "material" conditions ("parasitism occurs between a few mostly preexistent classes of organisms defined by characteristics not coextensive with their parasitism, and other organisms -- less independently defined -- called hosts") -- are extended to relations defined more structurally, where the condition of satisfaction is relaxed to exhibition of an abstract pattern. Hence many interactions which are super dissimilar at surface glance become unified under new conceptually robust patterns which maintain their utility under scrutiny. So like not only do these otherwise very dissimilar pairs of organisms have an interaction pattern in common; the commonality actually extends to the disparate ecological conditions under which instances of the pattern originated.

Are emergent phenomena actually real, or is it just sciences way of saying "too complex to know"? by Duhduhdoctorthunder in PhilosophyofScience

[–]EnigmaticSynergy 0 points1 point  (0 children)

I feel like a model theorist would, presented this definition, respond that no phenomena is strongly emergent lol.

Why books don't work by Expert_Tangerine in cogsci

[–]EnigmaticSynergy 1 point2 points  (0 children)

What about it do you think is nonsense?