On Oct 8, 9:35 am, "Edward K. Ream" <edream...@gmail.com> wrote:

> This thread will, from time to time, highlight primary scientific research 
> articles.

You don't need to be a scientist to understand these articles.  It's
like reading court decisions.  After a while you will get a feel for
the general shape of things.  You can skip what you don't understand,
perhaps looking up unfamiliar terms.

>From the Sept 25 issue of science:
http://www.sciencemag.org/content/vol325/issue5948/index.dtl

The article:
On Universality in Human Correspondence Activity
http://www.sciencemag.org/cgi/content/full/325/5948/1696

The abstract:
QQQ
The identification and modeling of patterns of human activity have
important ramifications for applications ranging from predicting
disease spread to optimizing resource allocation. Because of its
relevance and availability, written correspondence provides a powerful
proxy for studying human activity. One school of thought is that human
correspondence is driven by responses to received correspondence, a
view that requires a distinct response mechanism to explain e-mail and
letter correspondence observations. We demonstrate that, like e-mail
correspondence, the letter correspondence patterns of 16 writers,
performers, politicians, and scientists are well described by the
circadian cycle, task repetition, and changing communication needs. We
confirm the universality of these mechanisms by rescaling letter and e-
mail correspondence statistics to reveal their underlying similarity.
QQQ

Perhaps more interesting, the first two paragraphs of the article:

QQQ
Power law statistics are a hallmark of critical phenomena. A less
obvious characteristic of criticality is the emergence of universality
classes that capture the similarity of seemingly disparate systems.
For example, despite the fact that water and carbon dioxide have
different chemical properties, they were observed to behave in the
same manner when close to their respective critical points (1). This
is because idiosyncrasies, such as the existence of electric dipoles
or the ability to form hydrogen bonds, become irrelevant near the
liquid/gas critical point. For physical systems, renormalization group
theory (2, 3) has enabled researchers to understand the deep
connection between the symmetries of a system and the mechanisms that
underlie its behavior. The similarity of different fluids near their
respective liquid/gas critical points is often demonstrated by
rescaling their statistics so that they collapse onto the same
universal curves (often power law curves),which have particular
scaling exponents. By grouping different substances into the same
universality class, as identified by its scaling exponents, one
discovers that fluids are described by the same statistical laws near
the liquid/gas critical point as uniaxial magnets are near their
paramagnetic critical point (1). One can also differentiate the
behavior of these systems from the behavior of polymers near the sol/
gel transition, which belong to a different universality class (1).

In addition to describing critical phenomena, power law scaling has
also been widely reported in biology, economics, and sociology (4–10).
Renormalization group theory therefore offers a tantalizing hypothesis
for the prevalence of particular power law scaling exponents in social
systems: Social systems, in analogy with physical systems, may operate
near critical points and can therefore be classified into a small
number of distinct universality classes. A heated debate has
consequently ensued in the literature concerning the "universality of
human systems" (in the statistical physics meaning of the phrase). Is
there enough statistical evidence for the asymptotic power law
description of the heavy-tailed distributions reported in human
systems (11–14)? Is it reasonable to postulate that social systems,
like their physical counterparts (2, 3, 15), can be classified into
universality classes according to scaling exponents (16)?
QQQ

What exciting about this is the wide range of applicability of group
theory, a standard mathematical tool, and the deep connections that
are therefore revealed about physical and social theories.

Edward
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