📄 Extracted Text (386 words)
From: "jeffrey E." <jeevacation®gmail.com>
To: Misha Gromov
Subject: Re: I m around until wed if you want to talk more about sense making
Date: Sat, 11 Jul 2015 20:36:55 +0000
Grothendieck s writings have kept me amused, but im not sure what ideas you found most appealing
On Sat, Jul 11, 2015 at 2:55 PM, Misha Gromov < > wrote:
This is, certainly, correct Jeffry,what you say.
But apparently there is no effective formalism to express it (semi)quantitatively and/or to prove that the
systems do behave the way they do.
m.
On Mon, 6 Jul 2015 11:12:35 +0200, jeffrey E. wrote:
Your question about entropy is an important one. The second law of thermodynamics tells us that
systems go to states of high entropy where events are random and uncorrelated, so that thermal
fluctuations appear to be statistically independent. However, if you
look under the hood of the second law, you find that what is really going on is that the dynamics
that leads you to this high entropy state is actually generating huge amounts of correlations
between the different parts of the system. In fact, the apparently random and independent
fluctuations of the parts reflect large correlations with the other parts of the system. But these
correlations are effectively smeared out over the whole system: to reveal the fact that they are
not truly independent, one would have to make measurements on all the parts together, and
tease out the extensive but subtle correlations between them.
For example, even though the apparent high entropy of a gas of molecules reflects all
the correlations that are generated by the collisions of molecules over time, if one
looks at just two molecules in the gas, their motions will be statistically independent
to a high degree of accuracy.
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
EFTA00851530
EFTA00851531
ℹ️ Document Details
SHA-256
c3ca797f10ee77d1e71c95c05379735dc865a9a8a57a03a5d31b89ba59f82198
Bates Number
EFTA00851530
Dataset
DataSet-9
Document Type
document
Pages
2
Comments 0