Upcoming

Conference Stochastic and Analytic Methods in Mathematical Physics

Mondays: Oberseminar at TU

Former

International Workshop Potsdam-Toulouse

Conference Stochastic and Analytic Methods in Mathematical Physics

Other

Mathe-Olympiade

23. Tag der Mathematik 2018

Dr. Mathias Rafler
Address
Technische Universtät Berlin, Fakultät II
Institut für Mathematik
Haus MA, Raum 763
Straße des 17. Juni 136
D-10623 Berlin
  • E-Mail: rafler at math.tu-berlin.de
  • Telephone: 030/314-25765
Consultation
e-mail me
Current lecures
Mathematik II für Wirtschaftswissenschaften on ISIS (lectures, exercises) and on MOSES (enrollement)
Poster
  • Strong limits of solutions of Dirichlet problems poster
  • Random particle configurations: Several equivalent characterizations poster
Publications
  • M R: General thinning characterizations of distributions and point processes, arXiv.
  • N Kurt, M R: Recursions for the exchangeable partition function of the seedbank coalescent, Theoretical Population Biology 114 (2017), 95-106.
  • B Nehring, M R, H Zessin: Splitting Characterization of the Papangelou process, Math. Nachr. 289 (2016), 85-96.
  • M R, H Zessin: The logical postulates of Böge, Carnap and Johnson in the context of Papangelou processes, J. Theoret. Probab. 28(4) (2015), 1431–1446.
  • M R: A hydrodynamic limit and fluctuations for a spatial Chinese restaurant-like process, arXiv.
  • M R: Exit spaces for Cox processes and the Polya sum process, arXiv.
  • M R, H Zessin: The logical postulates of Böge, Carnap and Johnson in the context of Papangelou processes, J. Theor. Prob. 28(4) (2014), 1431-1446, arXiv.
  • B Nehring, M R: The branching Polya process and limit theorems for conditioned random fields, arXiv.
  • M R: Hoppe trees, random recursive sets and their barycentre, arXiv.
  • M R: Bayes estimation and the Polya sum kernel, arXiv.
  • M R: The Polya Sum process: Limit theorems for conditioned random fields, J. Theor. Prob. 26(4) (2013), 1097-1116, arXiv
  • M R: The Polya Sum process: A Cox representation, J. Contemp. Math. Anal. 46 No. 6 (2011) 338-45.
  • M R: Martin-Dynkin Boundaries of the Bose Gas, Preprint.
  • P Pornsawad, C Böckmann, C Ritter, M R: The ill-posed retrieval of aerosol extinction coefficient profiles by regularization, Applied Optics 47 No. 10 (2008) 1649--61.
  • M R, C Böckmann: Reconstruction method for inverse Sturm-Liouville problems with discontinuous potentials, Inverse Problems 23 (2007) 933-46.
Recent Talks
  • Completing partially observed point pattern, Deutsch-Französisches DoktorandenKolleg: International Workshop Potsdam-Toulouse, 02-15-2018
  • Splitting Characterization of Point Processes, Stochastic and Analytic Methods in Mathematical Physics, 09-11-2016
  • Inference Principles and their Application to Point Processes, International Workshop on Applied Probability Antalya, 06-18-2014
Editing
  • Lectures in Pure and Applied Mathematics (Potsdam University Press)
    • A Zhouchok: Relatively Free Doppelsemigroups, Lectures in Pure and Applied Mathematics 5, Potsdam University Press (2018).
    • Proceeding: Bogota workshop on Stochastic Processes and their Applications, Lectures in Pure and Applied Mathematics 4, Potsdam University Press (2017).
    • Proceeding: Integral Fourier Operators, Lectures in Pure and Applied Mathematics 3, Potsdam University Press (2017).
    • A Kulik: Introduction to Ergodic Rates for Markov Chains and Processes, Lectures in Pure and Applied Mathematics 2, Potsdam University Press (2015).
    • A Pilipenko: An Introduction to Stochastic Differential Equations with Reflection, Lectures in Pure and Applied Mathematics 1, Potsdam University Press (2014).
  • Classical lectures (Nächst Neuendorf: Warmuth)
    • O Macchi: The Coincidence Approach to Point processes, Classical lectures, Nächst Neuendorf: Warmuth (2017). Announcement
    • K Krickeberg: Point processes: A random Radon measure approach. Augmented with several Scholia by Hans Zessin, Classical lectures, Nächst Neuendorf: Warmuth (2014).
    • B Nehring: Construction of classical and quantum gases: The method of cluster expansions, Mathematical lessons, Nächst Neuendorf: Warmuth (2013).
    • J Mecke: Random measures [Engl. transl.: H Zessin], Classical lectures, Nächst Neuendorf: Warmuth (2012).
LaTeX
Links
Work
  • M R: Gaussian Loop and Polya Processes: A Point Process Approach, Thesis
  • M R: Numerische Behandlung direkter und indirekter Sturm-Lioville-Probleme, Thesis
Teaching
  • So18 Mathematik II für Wirtschaftswissenschaften, zur Veranstaltung auf ISIS (VL)
  • Wi17/18 Mathematik I für Wirtschaftswissenschaften, zur Veranstaltung auf ISIS und Aufgaben (VL)
  • So17 Stochastik für Informatik, zur Veranstaltung auf ISIS (VL)
  • Wi16/17 Lineare Algebra für Ingenieurswissenschaften (VL)
  • So16 Stochastik für Informatik
  • Wi15/16 Analysis, Stochastische Modelle
  • So15 Stochastik für Informatiker
  • Wi14/15 Analysis, Stochastische Modelle
  • So14 Elemente der Analysis (LA), Stochastische Simulationen (Seminar)
  • Wi13/14 Elemente der Analysis (LA)
  • Wi12/13 Analysis für Informatik
  • So12 Probability
  • Wi11/12 Analysis 3
  • So11 Statistik: Grundlagen
  • Wi10/11 Advanced Probability, Stochastic Analysis
  • So10 Probability Theory
  • Wi09/10 Stochastic Processes
Links of Interest for teaching

Last Update: 07-31-2018; Datenschutzerklärung