I see in which case my argument fails:
If we assume a prexisting algorithm for the universe already (which most people here seem to do), then everything else could be derived from that, including all axioms of natural numbers, since we assume the algorithm to be more powerful then them at the start. Step b) is simply postulated to be already fulfilled, with the algorithm just being there (and "just being there" is not an algorithm), so that we already have an algorithm to start with (the laws of nature).
The "laws of nature" simply have t...
I am not necessarily an atheist, it depends on your definition of God. I reject all relgious conceptions of God, but accept God as a name for the mysterious source of all order, intelligence and meaning, or as existence itself.
So in this sense, God is the uncaused cause and also everything caused.
It would indeed be a counterargument if I didn't believe in uncaused cause, but I do believe in an uncaused cause, even though it isn't a seperate entity like the usual notion of God implies.
I agree. That's why is say "this algorithm doesn't solve any problem", it isn't in a problem solving algorithm in the sense I used in my post. Any "just go through all XYZ" doesn't solve my stated problem, because it doesn't select the actual useful solution.
No, I didn't say "it's all algorithmic, basta"; I said "so far as we know, it's all algorithmic". Of course it's possible that we'll somehow discover that actually our minds run on magic fairies and unicorns or something, but so far as I can tell all the available evidence is consistent with everything being basically algorithmic. You're the one claiming to know that that isn't so; I invite you to explain how you know.
I haven't claimed that the axioms of arithmetic are derived from something simpler. I have suggested that for all we kno...
You've convinced me that I don't have conscious introspective access to the algorithms I use for these things. This doesn't mean that my brain isn't doing something pretty structured and formal underneath.
The formalization example I think is a good one. There's a famous book by George Polya, "how to solve it". It's effectively a list of mental tactics used in problem solving, especially mathematical problem solving.
When I sit down to solve a problem, like formalizing the natural numbers, I apply something like Polya's tool-set iteratively. &qu...
I contest that afterlife is a lie. I think one reason many people believe in an afterlife is because it actually makes sense, even though their picture of what it looks like is very unlikely to be accurate.
In my opinion it is simply a logical certainty that there is an "afterlife" (if one dies in the first place): I can't ever experience nothing in the present (even though I can say in retrospect say "I experienced nothing ", which just means I failed to experience an experience with certain properties) , so I will always experience som...
I think the most practical / accurate way of conceiving of individuality is through the connection of your perceptions through memory. You are the same person as 3 years ago, because you remember being that person (not only rationally, but on a deeper level of knowing and feeling that you were that person). Of course different persons will not share the memory of being the same person. So if we conceive of individuality in the way we actually experience individuality (which I think is most reasonable), there is not much sense in saying that many persons li...
My argument still holds in another form, though. Even if we assume the universe has a preexisting algorithm that just unfolds, we don't know which it is. So we can't determine the best seed AI from that either, effectively we still have to start from b). Unless we get the best seed AI by accident (which seems unlikely to me) there will be room for a better seed AI which can only determined if we start with a totally new algorithm (which the original seed AI is unable to, since then it would have to delete itself). We, having the benefit of not knowing our ... (read more)