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Scientific Report 2007-2009<br />
Condensed matter physics and biophysics<br />
C11. Statistical physics of information and social dynamics<br />
Statistical physics has proven to be a very fruitful<br />
framework to describe phenomena outside the realm of<br />
traditional physics. The last years have witnessed the<br />
attempt by physicists to study collective phenomena<br />
emerging from the interactions of individuals as elementary<br />
units in social structures [1]. Our group is particularly<br />
active on a wide list of topics ranging from opinion,<br />
cultural and language dynamics to the dynamics of<br />
online social communities. In all these activities a crucial<br />
element is the information shared in specific groups<br />
and one is interested in understanding how this information<br />
emerges, spreads and gets shared, is organized<br />
and eventually retrieved. Here we only summarizes a<br />
few examples.<br />
Online social systems and human computing<br />
The rise of Web 2.0 has dramatically changed the<br />
way we view the relation between on-line information<br />
and on- line users and prompts a new research agenda<br />
which complements the Web Science vision with analytical<br />
tools and modeling paradigms from the theory of<br />
complex networks. User-driven information networks in<br />
particular, i.e., networks of on-line resources built in a<br />
bottom-up fashion by Web users, have gained a central<br />
role and are regarded as an increasingly important asset.<br />
Understanding their structure and evolution brings forth<br />
new challenges because user-driven information networks<br />
entangle cognitive, behavioral and social aspects of human<br />
agents with the structure of the underlying technological<br />
system, effectively creating techno-social systems<br />
that display rich emergent features and emergent semantics<br />
[2]. These subjects have been investigated in the<br />
framework of EU STREP Project TAGora (www.tagoraproject.eu).<br />
Information Theory and Complexity One of the<br />
most challenging issues of recent years is presented by the<br />
overwhelming mass of available data. While this abundance<br />
of information and the extreme accessibility to it<br />
represents an important cultural advance, it raises on the<br />
other hand the problem of retrieving relevant information.<br />
Clearly the need for effective tools for information<br />
retrieval and analysis is becoming more urgent as the<br />
databases continue to grow. Recently we introduced a<br />
new automatic method for the extraction of information<br />
codified as sequences of characters. The method exploits<br />
concepts of information theory to address the fundamental<br />
problem of identifying and defining the most suitable<br />
tools to extract, in a automatic and agnostic way, information<br />
from a generic string of characters.<br />
Phylogenetics While well established results are<br />
available for perfect phylogenies (i.e. evolutionary history<br />
that can be associated to a tree topology), when a<br />
deviation from a tree-like structure has to be considered<br />
very little is known, despite the efforts in this direction.<br />
Our activity on phylogeny reconstruction aims at providing<br />
methods to identify and to correctly take into<br />
account deviations from perfect phylogenies and also at<br />
providing the community with suitable benchmarks to<br />
test the validity of inferred phylogenies. One crucial<br />
problem, once a tree or a network is reconstructed, is<br />
to determine how reliable it is, i.e. how well it represents<br />
the true evolutionary history.<br />
Language dynamics Language dynamics is an<br />
emerging field that focuses on all processes related to<br />
the emergence, change, evolution, interactions and extinction<br />
of languages [3]. Our activity in this area has<br />
been focused so far to the introduction of ”simple” language<br />
games to investigate the emergence of names in<br />
a population of individuals. The Naming Game (NG)<br />
possibly represents the simplest example of the complex<br />
processes leading progressively to the establishment<br />
of human-like languages. More recently we introduced<br />
a promising modeling scheme to investigate the emergence<br />
of categories, the Category Game (CG) [4]. In this<br />
framework we addressed the open problem concerning<br />
the emergence of a small number of forms out of a diverging<br />
number of meanings, e.g., the basic color terms<br />
for colors (see Figure 1).<br />
Figure 1: An example of the results of the Category Game.<br />
After 10 4 games, the pattern of categories and associated<br />
color terms are stable throughout the population. Different<br />
agents in one population have slightly different category<br />
boundaries, but the agreement is almost perfect (larger than<br />
90%). As for each category, a focal color point is defined as<br />
the average of the midpoints of the same category across the<br />
population. Different populations may develop different final<br />
patterns.<br />
References<br />
1. C. Castellano et al., Rev. Mod. Phys. 81 591 (2009).<br />
2. C. Cattuto et al., PNAS 106, 10511(2009).<br />
3. V. Loreto et al., Nature Physics, 3, 758 (2007).<br />
4. A. Puglisi et al., PNAS 105, 7936 (2008).<br />
Authors<br />
V. Loreto, A. Baldassarri, A. Capocci, C. Castellano, C.<br />
Cattuto, A. Puglisi, V.D.P. Servedio<br />
http://www.informationdynamics.it/<br />
<strong>Sapienza</strong> Università di Roma 64 Dipartimento di Fisica