Diana Conache (Putan)

I moved in October 2015 at TUM.

2015-today: Postdoc, TU München
2014-2015: Postdoc, University of Bielefeld
2011-2014: PhD in Mathematics, University of Bielefeld
2009-2011: MSc "Mathematics Applied in Finance and Biostatistics", University of Bucharest
2009-2011: MSc "Analysis and Modelling Through Differential and Stochastic Equations", Superior Normal School of Bucharest
2006-2009: BSc in Mathematics, University of Bucharest

Research papers

[4] D. Conache, A. Daletskii, Y. Kondratiev, T. Pasurek: Gibbs Measures on Marked Configuration Spaces: Existence and Uniqueness [on arXiv]
[3] D. Conache, Yu. Kondratiev, E. Lytvynov: Equilibrium diffusion on the cone of discrete Radon measures, Potential Analysis, 2015, DOI: 10.1007/s11118-015-9499-9 [on arXiv]
[2] D. Conache, Yu. Kondratiev, Ju. Kozitsky, T. Pasurek: Gibbs Fields: Uniqueness and Decay of Correlations. Revisiting Dobrushin and Pechersky, [on arXiv]
[1] D. Putan, D. Stan, Dynamical behavior of endomorphisms on certain invariant sets, Mathematica Slovaca, Vol.63/2013. no. 1. [link]

PhD Thesis

Uniqueness of equilibrium states in some models of interacting particle systems
University of Bielefeld, Germany, August 2014
Under the supervision of Prof. Dr. Yuri Kondratiev.
[Thesis]

Recent Talks

The Uniqueness Problem for Gibbs Fields, Colloquium in probability, TU München, 15 June 2015
The Uniqueness Problem for Gibbs Fields, Probability Seminar, Leiden, 5 March 2015
The Uniqueness Problem for Gibbs Fields, Workshop "Interacting particle systems in thermodynamic models", L'Aquila, January 2015
Equilibrium States over the Cone of Discrete Measures, Workshop "Dirichlet Form Theory and its Applications", Oberwolfach, October 2014

Upcoming Talks

Oct.-Nov. 2014 - Master Course Selected Topics in Statistical Mechanics of Classical Particle Systems in Continuum at the Superior Normal School of Bucharest