On Sunday, July 28, 2019 at 5:22:39 PM UTC-5, [email protected] wrote:
>
> I am suspecting that someone who works with Hilbert space, might see 
> themselves as Hugh Everett friendly? Throw in Bryce DeWitt and John A. 
> Wheeler too. 
>
>
I am fairly agnostic about quantum interpretations. They are auxiliary 
postulates or physical axioms that appear to have no falsifiable content. 

LC 
 

>
> -----Original Message-----
> From: Lawrence Crowell <[email protected] <javascript:>>
> To: Everything List <[email protected] <javascript:>>
> Sent: Sun, Jul 28, 2019 5:42 pm
> Subject: Re: We Are Legion We Are Bob Bobiverse Book 1
>
>
>
> On Sunday, July 28, 2019 at 5:09:56 AM UTC-5, Bruno Marchal wrote:
>
>
> On 27 Jul 2019, at 20:42, Lawrence Crowell <goldenfield...@gmail. com> 
> wrote:
>
> On Saturday, July 27, 2019 at 8:38:12 AM UTC-5, John Clark wrote:
>
> All that assumes that infinity exists for any meaningful use of the word 
> “exists” and as far as I know nobody has ever found a infinite number of 
> anything. Mathematics can write stories about the infinite in the language 
> of mathematics but are they fiction or nonfiction?
>
> John k Clark
>
>
> Infinity is not a number in the usual sense, but more a cardinality of a 
> set. Infinity has been a source of trouble for some. I work with Hilbert 
> spaces that have a form of construction that is finite, but where the 
> finite upper limit is not bounded ---- it can always be increased. This is 
> because of entropy bounds, such as the Bekenstein bound for black holes and 
> Bousso bounds on AdS, that demands a finite state space for local physics. 
> George Cantor made some set theoretic sense out of infinities, even a 
> hierarchy of them. This avoids some difficulties. However, I think that 
> mathematics in general is not as rich if you work exclusively in finitude. 
> Fraenkel-Zermelo set theory even has an axiom of infinity. The main point 
> is with axiomatic completeness, and mathematics with infinity is more 
> complete. 
>
>
> Mechanism provides an ontological finitism (what exists are only 0, s(0), 
> s(s(0)), …), but it explains why those finite objects will believe 
> correctly in some phenomenological infinite (already needed to get an idea 
> of what “finite” could mean.
> The infinite is phenomenologically real, but has no ontology.
>
> No first order logical theories can really define the difference between 
> finite and infinite. Even ZF, despite its axiom of infinity is not able to 
> do that, in the sense that it too has non standard model, in which we can 
> have a finite number greater than all the “standard” natural numbers 0, 
> s(0) …
>
> I am not sure why you say that adding an axiom of infinity makes a theory 
> more complete. There are sense it which it only aggravate incompleteness. 
>
> Once a theory is rich enough to define and prove the existence of a 
> universal machine, that theory becomes essentially undecidable (which means 
> that not only it is undecidable, but it is un-completable: all the 
> effective consistent extensions are undecidable.
>
> Bruno
>
>
> I am not a set theory maven particularly. I only know the basic things and 
> some aspects of advanced topics I have read. The recursive function is to 
> take 0 and "compute" s(0) and then ss(0) and so forth. The entire set is 
> recursively enumerable and the idea that given 0 and computing s(0) one has 
> ss^n(0) = s^{n+1}(0) is induction. That this leads to a countably infinite 
> set is recursively enumerable and that is not something one can "machine 
> compute." I think this is this "extension."
>
> LC
>  
>
>
>
>
> Richard Feynman talked about Greek mathematics, the axiomatic formal 
> systems of mathematics, and Babylonian mathematics that is set up for 
> practical matters. I have no particular preference for either, and think it 
> is interesting to switch hats.
>
> LC
>  
>
>
> On Sat, Jul 27, 2019 at 7:36 AM Lawrence Crowell <[email protected]> 
> wrote:
>
> On Thursday, July 25, 2019 at 10:02:39 PM UTC-5, Bruce wrote:
>
> On Fri, Jul 26, 2019 at 12:48 PM John Clark <[email protected]> wrote:
>
> When I was younger I read a lot of science fiction, I don't do it so much 
> anymore and technically I didn't do it this time either but I did listen to 
> a audio book called "We Are Legion We Are Bob" it's the first book of 
> the Bobiverse trilogy and I really enjoyed it. You can get a free 5 minute 
> sample of the book here:
>
> We Are Legion (We Are Bob): Bobiverse, Book 1  
> <https://www.amazon.com/We-Are-Legion-Bob-Bobiverse/dp/B01L082SCI/ref=tmm_aud_swatch_0?_encoding=UTF8&qid=&sr=>
>
> It tells the story of Bob, a young man who has just sold his software 
> company for a crazy amount of money and decides that after a decade of hard 
> work he's going to spent the rest of his life just goofing off. On a whim 
> he signs with a Cryonics company to have his head frozen after his death 
> and then just hours later while crossing the street to go to a science 
> fiction convention is hit by a car and dies. Five subjective seconds later 
> he wakes up and finds that a century has passed and he's been uploaded into 
> a computer. This is all in the opening chapter. 
>
> Parts of the story are unrealistic but parts of it are not, I think it was 
> Isaac 
> Asimov who said it's OK for a science fiction writer to violate the known 
> laws of physics but only if he knows he's doing it, and when Dennis Taylor, 
> the creator of Bob universe, does it at one point with faster than light 
> communication it's obvious that he knowns it. And I can't deny it makes for 
> a story that is more fun to read. I have now read (well listened) to all 3 
> Bob books and, although parts are a little corny and parts a little too 
> Star Trek for my taste, on the whole I greatly enjoyed them all. They're a 
> lot of fun.
>
> The only other novel I can think of that treats the subject of uploading 
> with equal intelligence is "The Silicon Man".
>
> The Silicon Man by Charles Platt 
> <https://www.amazon.com/Silicon-Man-Cortext-Charles-Platt/dp/1888869143>
>
> John K Clark
>
>
> Consider any of the earlier novels by Greg Egan, the Australian hard 
> science fiction write based in Perth, WA: particularly "Permutation City" 
> (1994).
>
> Bruce 
>
>
> I had this idea of a science fiction story of where minds are stored in 
> machines in order to "eternally" punish them. The idea is that if a million 
> seconds in the simulated world is a second in the outer world then one can 
> in effect construct a near version of eternal hell-fire. The setting is a 
> world governed by complete terror. Then Egan came out with Permutation 
> city, which explores a similar set of ideas.  
>
> The problem with the idea of putting minds into machines is that machines 
> can run recursive functions or algorithms, but in a number system such as 
> Peano's we make the inductive leap that the successor of any number can't 
> be the same number or zero in all (infinite number) cases. We can make an 
> inference from a recursively enumerable set. I would then think that the 
> idea of putting minds into machines, or robotic consciousness, is at this 
> time an unknown, maybe an unknowable, proposition.
>
> LC
>
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