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From: Joscha Bach <
Sent: Saturday, March 10, 2018 1:52 AM
To: Jeffrey Epstein
Subject: Re:
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Hmm. I'd say that there is a multidimensional space in which =nderstanding is projected. Understanding is the creation
of a mapping =etween the features of a domain and a function that I already know how =o compute, so I can simulate
the domain. Shallow understanding involves =apping of a particular feature configuration, deeper understanding
=xplores the latent variables of the feature set. There is usually more =han one way of creating such a mapping, and
when we have found several, =e can also identify relationships between the mappings. Category theory =ystematizes
that.
When you describe your understandings (such as the path of light through =pace), it seems to me that your perspective
is descriptive, i.e. you =ook at the emergent pattern that is generated by your understanding, =ithout looking at the
structure of the generator itself. I try to =nderstand that generator, i.e. how to create a structure that can =roduce the
desired pattern. This constructive perspective is what =omputationalism is all about.
Btw, Google has just announced that they think they might be getting =loser to quantum supremacy:
=ttps://www.technologyreview.com/s/610274/google-thinks-its-close-to-quant=m-supremacy-heres-what-that-really-
means/
If they ever get there, I will be forced to revise a part of my current =reliminary model of how the world works, which
would be very exciting. =t would probably mean that digital physics must be wrong, and finite =utomaton
computationalism must be only treated as a theory about models =uilt on constructionist formal languages, and I might
get converted to =cott Aaronson's views.
> On Mar 9, 2018, at 12:08, jeffrey E. <[email protected]> wrote:
> understanding is a multi dimensional space the language is a =rojection in that space. or an arrow in category
theory. the =ocal point has history . so like the play appears different from =very seat in the theatre the
integaration over each point projects =is understanding on the language.
> On Fri, Mar 9, 2018 at 5:33 PM, Joscha Bach < > =rote:
> What do you think of as space/field effects? The universe or learning?
> Btw., did you ever come across Schmidhuber's idea of a Goedel Machine?
> On Mar 9, 2018, at 05:39, jeffrey E. <[email protected]> wrote:
>>
» I would think of it more of a space / field effects , Not =ecursive algorithm s
>>
> On Fri, Mar 9, 2018 at 6:06 AM Joscha Bach < > =rote:
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» Last week I got to know Steve Hyman, Daniel Kahneman and Bob
> =orvitz. Telefonica invited all of us to a two day workshop with Pablo =odriguez, Ken Morse and a few others, where
we were meant to advise =hem on how to use Al for health applications. I told them that I think =he goal of therapeutic
invention is not to increase happiness, but =ntegrity. Happiness is merely an indicator, not the benchmark. Current =pps
tend to subvert the motivation of people, but I don't think that =his is necessary or the best strategy. Humans are meant
to be =rogrammable, not subverted. They perceive their programming as "higher =urpose". If we can come from the top,
supporting purpose, instead of =rom the bottom, subverting attention, we might be more successful. =Downside might
be that we create cults.) Of the bunch, Hyman managed to be the most interesting (Kahneman was =ery charismatic but
mostly tried to see if he could identify an =pplication for his system one/system two theory). Gary Marcus was =here,
too, but annoyed everyone by being too insecure to deal with his =ncompetence.
>>
» Did I tell you that I discovered that Deep Learning might be best =nderstood as Second order AI?
>>
» First order Al was the classical Al that was started by Marvin =insky in the 1950ies, and it worked by figuring out how
we (or an =bstract system) can perform a task that requires intelligence, and then =mplementing that algorithm directly.
It yielded most of the progress we =aw until recently: chess programs, data bases, language parsers etc.
> Second order Al does not implement the functionality directly, but =e write the algorithms that figure out the
functionality by themselves. =econd order Al is automated function approximation. Learning has =xisted for a long time
in Al of course, but Deep Learning means =ompositional function approximation.
> Our current approximator paradigm is mostly the neural network, i.e. =hained normalized weighted sums of real
values that we adapt by =hanging the weights with stochastic gradient descent, using the chain =ule. This works well for
linear algebra and the fat end of compact =olynomials, but it does not work well for conditional loops, recursion =nd
many other constructs that we might want to learn. Ultimately, we =ant to learn any kind of algorithm that runs
efficiently on the =vailable hardware.
» Neural network learning is very slow. The different learning =lgorithms are quite similar in the amount of structure
they can squeeze =ut of the same training data, but they need far more passes over the =ata than our nervous system.
> The solution might be meta learning: we write algorithms that learn =ow to create learning algorithms. Evolution is
meta learning. Meta =earning is going to be third order Al and perhaps trigger a similar =ave as deep learning.
>>
» I intend to visit NYC for a workshop at NYU on the weekend of the =6th.
>>
> We just moved into a new apartment; the previous one had only two =edrooms and this one has three, so I can have
a study. It seems that we =re as lucky with the new landlords as with the previous ones.
>>
» Bests, and thank you for everything!
>>
> Joscha
>>
>>
>>
> > > On Mar 8, 2018, at 16:37, jeffrey E. <[email protected]> =rote:
>> >
> > > progress?
>> >
>>>
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> > --
» please note
> The information contained in this communication is confidential, may
> be attorney-client privileged, may constitute inside information,
> and is intended only for the use of the addressee. It is the
> property of JEE Unauthorized use, disclosure or copying of this
» communication or any part thereof is strictly prohibited and may be
» unlawful. If you have received this communication in error, please
» notify us immediately by return e-mail or by e-mail to
> [email protected], and destroy this communication and all copies
> > thereof, including all attachments. copyright -all rights reserved
> --
> please note
> The information contained in this communication is confidential, may
> be attorney-client privileged, may constitute inside information, and
> is intended only for the use of the addressee. It is the property of
> JEE Unauthorized use, disclosure or copying of this communication or
> any part thereof is strictly prohibited and may be unlawful. If you
> have received this communication in error, please notify us
> immediately by return e-mail or by e-mail to [email protected],
> and destroy this communication and all copies thereof, including all
> attachments. copyright -all rights reserved
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