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From: i on behalf of Seth Lloyd
Sent: Wednesday, August 10, 2016 6:07 PM
To: Jeffrey E.
Subject: Re:
That I don't know. I suspect =hat traffic fatalities are distributed according to Gaussian/bell shaped c=rve.
Inspired by this conversation I'm going to wo=k out entropic forces in systems that have power law distributio=s, like the
income distribution law.
Off to the a=rport again,
Seth
On Wed, Aug 10, 2016 at 8:36 AM, Jeff=ey E. <[email protected] <mailto:[email protected]» wrote:
why is the fatalaties on us roads virtuall= constant every year. ? faraday leibni= and aristotle did not have
access to large statistics over ye=rs. these are the new tools
<=iv class="HOEnZb">
On Tue, Aug 9, 2016 at 6:27 PM, Seth Lloyd wrote:
1. Yes this is 'reversion to the mean' and it definitely happens. =C2 This is the basis for what is called an
entropic force (ru=ber bands as we discussed)
2. Absolutely: for lar=e numbers of particles, the entropy arguments give rise to macroscopic
statistical quantities like temperature and pressure
<=div>
3. Yes: and they don't obey the central limit theorem (they are non-Gaussian). As we discussed,
there are lots of=potential reasons for this. The main one is that if there is =o restriction on
the variance of a distribution the central limi= theorem doesn't apply and so you get power laws
as in the P=reto law for income distribution.
4. I didn't=claim I described it well. I'd say one actor intentionall= hides some information that the
other actor can't decrypt. =C2 That is, the first actor is trying to deceive the second in or=er
to take advantage.
Got to run give a=talk for Stewart Brand/Danny Hillis!
Seth
</=iv>
On Tue, Aug 9= 2016 at 8:22 PM, jeffrey E. <[email protected] <mailto:jeeva=ation@gmailcom»
wr=te:
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1,=C2 re flips. ordering is not my focus. my=focus is that the program that says. as you
approach a I=rger number the total number of ones and zeros ( the fair coin flip ) , =AO should be 50/50/ it is the
opposite=of information as that relates to the individual flips. , I ma=ntain that the distribution of flips may be
described by skewing =AO . A force that leads to 50/ 50
2. =gain re heat. we cant say anything about indiv par=icles. but we can measure their
overall temp and pressure
3= social distributions of talents and characteristics, =A0 seem to follow the same distribution
for years.
4=C2 deception, relies on the concept of INTENTION. =AO not well desribed.
On Tue, Aug 9, 2016 at 6:08 PM, Seth Lloyd =span dir="ltr"
wrote:
Dear Jeffrey,
It was very fun talking with y=u the weekend before last. I have downloaded The
Improvement of the=Mind and am reading. I feel my mind improving already ;-)
</r.iv>
The conversation and your ideas fit in closely with work I Hve been doing and am
proposing
to do. Maybe this i= not surprising because we've been talking about
these topic= for years. I've been traveling around (Santa Fe, now
in San Francisco, soon to be in Banff) and so have had time to think=/div>
more about what we discussed.
Here is a=succinct summary of my own take. I know yours is somewhat
Information is a fundam=ntal quantity, measured in bits.
Information can =e random, like the typical string of bits
one gets by flipping a=coin 0101110110101000011
(I just flipped a coin and=let heads = 1 and tails = 0),
or it can be ordered, like the=bit string 0000000000000000.
There is = technical definition of order and randomness: a bit string
is o=dered if there is a succinctly describable method, e.g.,
a short=computer program, for producing it. By contrast,
a string=is random if the shortest program for producing it
is the same l=ngth as the string itself. For example, the
string consist=ng of a billion 0's can be produced by a short
program: Prin= '0' 10^9 times. By contrast, the shortest
program to=produce the string 0101110110101000011 is something
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like: Print =101110110101000011. This way of defining
order/randomness=is called algorithmic information.
The interestin= thing about algorithmic information is that
the short program c=n be hard to find. A string can look
very random and stil= have a short program. For example,
the first billion bit= of pi, written in binary, have a short
program, but if I just g=ve you those bits, they would look
statistically rand=m.
This means that so far as we or any other info=mation processing
system is concerned, order/randomness is subje=tive: some information
can be ordered and non-random, but we may=not be able to recognize
the underlying order, so we treat it as=random. That is, the order
is cryptic: we don't know h=w to decode it. This crypticity is
the key feature =or looking at both physical systems and human/social
systems.
Physical systems:
=C2 In physical systems such as a gas of molecules, entrop= is
the amount of information that is required to describe the u=derlying
motions of those molecules. Because the mo=ecules are bouncing
off each other in an essentially random way,=entropy is assumed
to be random information.
H=at is energy that is encumbered by entropy/randomness.
The rando=ness makes it harder to take advantage of that energy.
By contrast, free energy is energy where =he information
required to describe how that energy is arranged =s ordered, not
random. Free energy is energy we can take =dvantage of.
Now come= the kicker: suppose that a system is actually
ordered, but that=order is cryptic. If we can't decipher the
orde=, we can't take advantage of it.
=AO So whether energy is free or not depends on our abilityq=iv>
to detect its underlying order. That is, the availabi=ity of
energy depends on the computationall/decrypting ability o= whatever
system (molecule, microbe, human) is trying to take ad=antage
of that energy.
Socia=/human interactions:
=uman interactions are about the exchange of information, plus
ot=er stuff (goods, services, money, etc.). Everything that is</=iv>
exchanged brings with it the information that describes what is
exchanged, what can be done with it, etc. So for examp=e, a
US Treasury bond comes with the specification of its price =nd its future
interest payments. A complex option =omes with the specification
of what can be bought and sold when.=/div>
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As a result, human in=eractions are awash in information. Different
people are c=pable of decoding/decyphering that information in different
ways= The ability to detect a pattern or order in information translates=/div>
into the ability to take advantage of a social situation. = For example,
the efficient market hypothesis states that f=uctuations in the prices
of a given stock should be e=sentially random. But if you happen to
possess some infor=ation that allows you to predice the future fluctuations
of the =tock, then you can make money.
=AO Similarly, to play into you ideas about deception, when two
actors enter into a transaction, each presents the other with informa=ion
about their obligations under the transaction. =ach actor looks
at that information and judges whether the trans=ction will turn
out to their own advantage. But because e=ch actor perceives different
patterns in the information, they c=n come up with different evaluations
of the future worth of the =ransaction.
Deception=arises because one actor may hide a pattern in the
revealed info=mation, a pattern that the other actor doesn't perceive,
but=that makes the transaction more advantageous to the first actor.
Talk some more?
Yours,
Seth
=div>
P.S. I'm sending more on this plus i=formation on how your gifts to my work over the
last four years =ave been used.
On Sun, Jul 31, 201= at 11:26 AM, Jeffrey E. <[email protected]
<mailto:[email protected]> wrote:=br>
Power, financial , physical , and its signal=ng
Deception
Probability
music
money
distributions . derivation of the power law
MOBJECTS=br>
On Sun, Jul 31, 2016 at 11:10 AM, Seth Lloyd
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Absolutely: cal= me on my cel
Seth
On Sun, Jul 31, 2016 at =1:02 AM, jeffrey E. <[email protected]
<mailto:jeevacation@gm=il.com» wrote:
alockquote class="gmail_quote" style="margin:0 0 0 .8ex;border-left:1px=#ccc
solid;padding-left:lex">
is now a good time to speak?=br>
On Sun, Jul 31, 2016 at 10:57 AM, Seth Lloyd
Dear Jeffrey,
You have generously supported my research the last few ye=rs. The most
recent Sl00K you donated two
years ago was s=premely useful: because of the lack of restrictions on the gift, I
was abl= to support visitors,
students, and activities that can't be=supported by government grants.
I'm writing t= see if you are interested in continuing the support. If you =ould
support the research, that would be great.
In=addition to looking for research support, I'm also looking for ways to=support
a sabbatical for the academic
year 2017-2018 (MIT only p=ys half my salary for the year).
We have also tal=ed about me checking out MIT's willingness to accept
additional donati=ns from you: would you like me to ask around?
Onc= again, thank you so much for your support: as noted, it is exceptionally
=ffective, and it means a lot
to me. Please give me = ring if you'd like to discuss this
</=iv>
I hope that you are well and that our paths cross soon. =AO Any plans to show
up in Cambridge? The
last time=was very fun.
Yours,
Seth
On Sun, Feb 7, 2016 at 11:22 AM, jeffrey E. &l=;jeevacation@gm=il.com
<mailto:[email protected]> wrote:
greatgreat
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On Sun, Feb 7, 2016 at 11:21 AM, Seth Lloyd I can be at the insitute at 3 today if
that works for you all
ple=se note
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=div dir="ltr"> please note
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constitute insid= information, and is intended only for
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Unauthorized use, disclosure or copying of thiscommunication or any part
thereof is strictly prohibited
and may be un=awful. If you have received this
communication in error, please notify =s immediately by
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<mailto:[email protected]> , and
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client privileged, may
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the use of the addressee. It is =he property of
JEE
Unauthorized use, disclosure or copying of thiscommunication or any part thereof is
strictly prohibited
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communication in error, please notify =s immediately by
return e-mail or by e-mail to [email protected] <mailto:[email protected]> ,
and
destro= this communication and all copies thereof,
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=AO please note
The information contained in this communication is<=r>confidential, may be attorney-
client privileged, may
constitute insid= information, and is intended only for
the use of the addressee. It is =he property of
JEE
Unauthorized use, disclosure or copying of thiscommunication or any part thereof is
strictly prohibited
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return e-mail or by e-mail to [email protected] <mailto:[email protected]> ,
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destro= this communication and all copies thereof,
including all attachments. =opyright -all rights reserved
=AO please note
The information contained in this communication is<=r>confidential, may be attorney-client
privileged, may
constitute insid= information, and is intended only for
the use of the addressee. It is =he property of
JEE
Unauthorized use, disclosure or copying of thiscommunication or any part thereof is strictly
prohibited
and may be un=awful. If you have received this
communication in error, please notify =s immediately by
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