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Technical University of Munich
Technical University of Munich

Picture of Diana Conache

Dr. Diana Conache

For questions related to admission to the Master Programs: Mathematics, Mathematical Finance and Actuarial Science, and Mathematics in Science and Engineering, please send an email to mscapp-ma.asa­(at)xcit.tum.de

Technical University of Munich

Associate Professorship of Probability Theory (Prof. Rolles)

Postal address

Postal:
Boltzmannstr. 3
85748 Garching b. München

  • Phone: +49 (89) 289 - 17026
  • Office hours: By prior agreement via email
  • Room: 5612.03.060
  • diana.conache(at)tum.de

For questions related to admission to the Master Programs: Mathematics, Mathematical Finance and Actuarial Science, and Mathematics in Science and Engineering, please send an email to mscapp-ma.asa­(at)xcit.tum.de

  • since 2022: Lecturer (academic officer), TU München
  • 2015-2022: Postdoc, TU München, in the group of Prof. Dr. Silke Rolles
  • 2014-2015: Postdoc, University of Bielefeld
  • 2011-2014: PhD in Mathematics, University of Bielefeld, advisor : Prof. Dr. Yuri Kondratiev
  • 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

Administrative Responsabilities

Teaching

Wintersemester 2024/25

TitelArtTermineVortragende/r (Mitwirkende/r)
Einführung in die Wahrscheinlichkeitstheorie und Statistik [MA0009]VOLink
Einführung in die Wahrscheinlichkeitstheorie und Statistik [MA1109]VOLink
R für EWS (LG) [MA1109]UELink
R für EWS [MA0009]UELink

  • Zeit und Ort: werden noch bekannt gegeben.
  • Voraussetzungen: Analysis 1 (MA0001) und Lineare Algebra 1 (MA0004)
  • Inhalt: Es sollen interessante Ergebnisse aus der diskreten Mathematik besprochen werden. Zu den Themen gehören Färbungen, Kombinatorik, Graphentheorie, Netzwerke und Fehlererkennung.
  • Literatur: Sie finden die Bücher im Semesterapparat in der Bibliothek für Mathematik und Informatik.
  • Vortragseinteilung: Die ausfühlichen Vortragsthemen finden Sie hier.
    • Vortrag 1: Das Schubfachprinzip
    • Vortrag 2: Färbungsmethoden, Teil 1
    • Vortrag 3: Färbungsmethoden, Teil 2
    • Vortrag 4: Induktion
    • Vortrag 5: Zählen
    • Vortrag 6: Zahlentheorie
    • Vortrag 7: Fehlererkennung, Teil 1
    • Vortrag 8: Fehlererkennung, Teil 2
    • Vortrag 9: Graphentheorie, Teil 1
    • Vortrag 10: Graphentheorie, Teil 2
    • Vortrag 11: Netzwerke, Teil 1
    • Vortrag 12: Netzwerke, Teil 2
    • Vortrag 13: Boolsche Algebra

 

A list of previous courses can be found on TUMonline.

I supervise theses in the broad area of Probability Theory and Stochastic Processes. Please also have a look at my research interests.

If you are interested in writing a Bachelor or Master Thesis with me, please write me an email containing the approximative desired starting date, which courses in Stochastics you have taken, and what kind of topics would be interesting for you.

SInce I do not regularly offer seminars, having attended one of my seminars is not a requirement. However, for a Bachelor thesis with me you should have taken at least one of the Markov Chains [MA2404] or the Probability Theory [MA2409] courses. For a Master Thesis, Probability Theory [MA2409 or equivalent] is mandatory.

Research Interests

Probability Theory and Statistical Mechanics, in particular:

  • Gibbs measures and Gibbs point processes
  • Long-range order of discrete models in continuum, symmetry breaking, cristallization
  • Stochastic processes with long memory, Doeblin (g-)measures, partially odered models and their conceptional similarites with Gibbs measures

Publications

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2022

  • Conache, Diana; Heydenreich, Markus; Merkl, Franz; Rolles, Silke W. W.: Variance of voltages in a lattice Coulomb gas. J. Stat. Phys. 186 (1), 2022, Paper No. 16, 12 more… Full text ( DOI )

2019

  • Bauerschmidt, Roland; Conache, Diana; Heydenreich, Markus; Merkl, Franz; Rolles, Silke W. W.: Dislocation lines in three-dimensional solids at low temperature. Ann. Henri Poincaré 20 (9), 2019, 3019--3057 more… Full text ( DOI )

2018

  • Bethuelsen, Stein Andreas; Conache, Diana: One-Sided Continuity Properties for the Schonmann Projection. Journal of Statistical Physics 172 (4), 2018, 1147-1163 more… Full text ( DOI )
  • Conache, Diana; Daletskii, Alexei; Kondratiev, Yuri; Pasurek, Tanja: Gibbs states of continuum particle systems with unbounded spins: Existence and uniqueness. Journal of Mathematical Physics 59 (1), 2018, 013507 more… Full text ( DOI )

2015

  • Conache, Diana; Kondratiev, Yuri G.; Lytvynov, Eugene: Equilibrium Diffusion on the Cone of Discrete Radon Measures. Potential Analysis 44 (1), 2015, 71-90 more… Full text ( DOI )

2013

  • Putan, Diana; Stan, Diana: Dynamical behavior of endomorphisms on certain invariant sets. Mathematica Slovaca 63 (1), 2013, 135-142 more… Full text ( DOI )

Recent talks

  • Statistics Seminar, Bergen -- September 2023
  • Probability and geometry on configuration spaces, Berlin -- July 2023
  • GPSD Bochum -- February 2023
  • Conference of the Romanian Society of Probability and Statistics, Bucharest -- November 2022
  • GPSD Mannheim (online talk) -- September 2021
  • Probability Seminar, Queen Mary University, London -- October 2019
  • Statistics and Physics Seminar, Stavanger -- September 2019
  • Probability Seminar, Leiden -- September 2019
  • Oberseminar Wahrscheinlichkeitstheorie, LMU -- May 2019
  • Mini-Workshop: Mathematics of Crystallisation, Oberwolfach -- April 2019

Organized events

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