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Tagungen und Workshops zum Thema Angewandte Mathematik: Komplexe Netzwerke

Conference-Service.com stellt der Öffentlichkeit ein Kalendarium wichtiger Konferenzen, Symposien und sonstiger Tagungen im wissenschaftlich-technischen Bereich zur Verfügung. Obwohl das Verzeichnis mit großer Sorgfalt zusammengestellt und ständig aktualisiert wird, weisen wir auf die Möglichkeit von Fehlern ausdrücklich hin. Bitte vergewissern Sie sich immer beim Veranstalter, bevor Sie über die Teilnahme oder Nichtteilnahme an einer Konferenz entscheiden.

Organisatoren können kostenlos ihre Konferenzankündigungen veröffentlichen.

Wählen Sie ein Land aus:
Deutschland (1) - Japan (1) - Vereinigte Staaten (2)

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1.AIM Workshop: Exponential random network models
Termin	17. Jun 2013 → 21. Jun 2013	[ID=507541]
Ort	American Institute of Mathematics, Palo Alto, Vereinigte Staaten
Zusammenfassung	This workshop, sponsored by AIM and the NSF, will bring practicing social scientists and statisticians, who study exponential random graph models, into contact with an emerging group of mathematicians who use a variety of new tools, including graph limit theory and tools from statistical mechanics such as spin glasses.
Webseite	http://www.aimath.org/ARCC/workshops/exprandnetwork.html

2.CNA2013 — Second International Workshop on Complex Networks and their Applications
Termin	02. Dez 2013 → 05. Dez 2013	[ID=548463]
Ort	kyoto, Japan
Zusammenfassung	Real-world entities often interconnect with each other through explicit or implicit relationships to form a complex network. Examples of complex networks are found in many fields of science such as biological systems, engineering systems, economic systems as well as social systems. In line with SITIS tradition of promoting interdisciplinary research, the international workshop on Complex Networks and their Applications aims at bringing together researchers and practitioners from different science communities working on areas related to complex networks. The workshop targets two types of contributions from prospective authors: Contributions dealing of theoretical tools and methods to solve practical problems as well as applications solved by tools from network sciences. Both contributions should stimulate interaction between theoreticians and practitioners.
Webseite	http://hocinecherifi.wix.com/complexnetworks-2013
Kontakt	Email: hocine.cherifi@gail.com

3.Mathematical Technology of Networks - QGraphs 2013
Termin	04. Dez 2013 → 07. Dez 2013	[ID=540110]
Ort	Center for Interdisciplinary Research, Bielefeld, Deutschland
Zusammenfassung	This conference aims at bringing together functional analysts, mathematical physicists, experts of dynamical systems, and probabilists who have research interests in graph theory, networks, complex systems, and/or random walks. It will ideally follow the path of previous meetings on differential equations on networks held in the past years in Blaubeuren (Germany) and Castro Urdiales (Spain) as well as the QGraph meeting series that has taken place in several German and Swedish venues since 2009.
Webseite	http://www.uni-ulm.de/mawi/analysis/mitglieder/jun-prof-pd-dr-delio-mugnolo/mtn2013.html
Verwandte Fachgebiete	Graphentheorie und Kombinatorik
4.ICERM Semester Program on "Network Science and Graph Algorithms"
Termin	03. Feb 2014 → 09. Mai 2014	[ID=517191]
Ort	ICERM, Providence, Rhode Island, Vereinigte Staaten
Zusammenfassung	The study of computational problems on graphs has long been a central area of research in computer science. However, recent years have seen qualitative changes in both the problems to be solved and the tools available to do so. Application areas such as computational biology, the web, social networks, and machine learning give rise to large graphs and complex statistical questions that demand new algorithmic ideas and computational models. At the same time, techniques such as semidefinite programming and combinatorial preconditioners have been emerging for addressing these challenges.
Webseite	http://icerm.brown.edu/sp-s14
Verwandte Fachgebiete	Kurse und Veranstaltungen für Studenten der Mathematik; Graphentheorie und Kombinatorik

Stand vom 04. Mai 2013