Philippe Blanchard
Encyclopedia
Philippe Blanchard was born 1945. Since 1980 he is Professor of Mathematical Physics at Faculty of Physics, Bielefeld University
Bielefeld University
Bielefeld University is a university in Bielefeld, Germany. Founded in 1969, it is one of the country's newer universities, and considers itself a "reform" university, following a different style of organization and teaching than the established universities...

 http://www.uni-bielefeld.de. He is both director of the Research Center BiBoS (Bielefeld-Bonn Stochastics) and deputy managing director of the Center for Interdisciplinary Research http://www.uni-bielefeld.de/zif (Zentrum für interdisziplinäre Forschung, ZiF) at the Bielefeld University.

Academia

Concurrent with that he is also editor of “Progress in Mathematical Physics“, “Mathematical Physics, Analysis and Geometry“, and „Fundamental Theories of Physics“. Among his 240 scientific publications are books such as „Mathematical and Physical Aspects of Stochastic Mechanics“ (with P. Combe & W. Zheng, 1987), “Mathematical Methods in Physics: Distributions, Hilbert Space Operators and Variational Methods“ (with E. Brüning, 2002), and “Mathematical Analysis of Urban Spatial Networks“ (with D. Volchenkov, 2008). His fields of interest comprise the application of functional analyses and probability theory (stochastic analyses, random graphs), quantum and statistical physics (percolation theory, self-organized criticality), epidemiology (disease spreading), and sociology (learning as a social process, social contagion).

Research

  • NEMO – Network Models, Governance and R&D collaboration networks (EU, 2006–2009)
  • Network formation rules, random set graphs and generalized epidemic processes (Volkswagen Foundation, 2006–2009);
  • From basic concepts and methods on the structure and function of complex networks to modeling of concrete real world networks (Volkswagen Foundation, 2004–2006)

Selected Publications

  • with M. Röckner, and F. Russo. 2010. Probabilistic Representation for Solutions of an Irregular Porous Media Type Equation. Annals of Probability. BiBos Preprint 08-05-293.
  • with M. O. Hougler, and R. Filliger. 2010. Hyperbolic Angular Statistics for Globally Coupled Phase Oscillators. Europhysics Letters 89(1): 10001. doi: 10.1209/0295-5075/89/10001.
  • with V. N. Kondratyev. 2010. Spinodal Regions due to Disorder in Superferromagnets. Physica Status Solidi B . 247: 685–687.
  • with D. Volchenkov. 2009. Probabilistic Embedding of Discrete Sets as Continuous Metric Spaces. Stochastics 81: 259–268.
  • with M. Hellmich, P. Lugiewicz, and R. Olkiewicz. 2009. Continuity and Generators of Dynamical Semigroups for Finite and Infinite Bose Systems. Journal of Functional Analysis 256: 1453–1475.
  • with D. Volchenkov. 2008. Markov Chain Methods for Analyzing Urban Networks. Journal of Statistical Physics 132: 1051–1069.
  • with D. Volchenkov. 2008. Intelligibility and First Passage Times in Complex Urban Networks. Proceedings of the Royal Society A 464(2096): 2153–2167. doi: 10.1098/rspa.2007.0329.
  • 2008. Composite Systems: Entanglement, Envariance, Events and Born’s Rule. European Physical Journal Special Topics 159: 37–45. doi: 10.1140/epjst/e2008-00691-1.
  • with E. Brüning and F. Petruccione. 2008, eds. Emerging Quantum Technologies. European Physical Journal Special Topics 159. doi: 10.1140/epjst/e2008-00686-x.
  • with D. Gandolfo, J. Ruiz, and M. Wouts. 2008. Thermodynamic versus Topological Phase Transition: Cusp in the Kertesz Line. Europhysics Letters 82(5): 0003. doi: 10.1209/0295-5075/82/50003.

Sources

The source of this article is wikipedia, the free encyclopedia.  The text of this article is licensed under the GFDL.
 
x
OK