Michael Schwarz

wissenschaftlicher Mitarbeiter

Kontakt
Raum:
2.09.2.15
Telefon:
+49 331 977-2748
...

Preprints

Research interests

  • Dirichlet forms
  • Dirichlet forms on graphs

 

Master's thesis

Boundary Representation of Dirichlet Forms on Discrete Spaces
Friedrich-Schiller Universität Jena, 2015

 

 

Publications

2018 | The Kazdan-Warner equation on canonically compactifiable graphs | Keller, Matthias; Schwarz, Michael Zeitschrift: Calc. Var. Partial Differential Equations Seiten: 18 pp. Band: 57 Link zur Publikation, Link zum Preprint,

The Kazdan-Warner equation on canonically compactifiable graphs

Autoren: Keller, Matthias; Schwarz, Michael (2018)

We study the Kazdan-Warner equation on canonically compactifiable graphs. These graphs are distinguished as analytic properties of Laplacians on these graphs carry a strong resemblance to Laplacians on open pre-compact manifolds.

Zeitschrift:
Calc. Var. Partial Differential Equations
Seiten:
18 pp.
Band:
57
  • Oberseminar Diskrete Spektraltheorie, Universität Potsdam. Talk: “Neumann problems on graphs.”
  • Oberseminar Geometric Analysis Seminar, Universität Bielefeld. Talk: “Courant’s nodal
    domain theorem for regular Dirichlet forms.”
  • Workshop Discrete and continuous models in the theory of networks, Zif Bielefeld. Poster:
     “Canonically compactifiable graphs.”
  • PhD Seminar, FSU Jena. Talk: “Courant’s nodal domain theorem on graphs.”
  • Oberseminar Diskrete Spektraltheorie Universität Potsdam. Talk: “Courant’s nodal do-
    main theorem for regular Dirichlet forms.”
  • Workshop Operator Theory and Indefinite Inner Product Spaces, TU Wien. Talk: “Bound-
    ary Representation of Dirichlet Forms on Canonically Compactifiable Graphs.”
  • Studierendenkonferenz der DMV, TU Berlin. Talk: “Randdarstellung von Dirichletfor-
    men auf Graphen.”
  • Workshop on Spectral Geometry, Universität Potsdam. Talk: “Boundary representation
    of Dirichlet forms on discrete spaces.”
  • Oberseminar Diskrete Spektraltheorie Universität Potsdam. Talk: “Dirichlet Forms on
    Canonically Compactifiable Graphs.”
  • One Day Workshop New directions in Mathematical Physics and beyond, FSU Jena. Talk:
    “Dirichlet forms on canonically compactifiable graphs.”