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Kurt Klement Gottwald
Research
Kurt Klement Gottwald 

Theses

  1. T. Došlić, K. K. Gottwald and S. Majstorović Ergotić. Šoltés problem for the Kirchhoff index of a graph, Applied Mathematics and Computation, August 2025
  2. K. K. Gottwald and T. Hofmann. The connectivity dimension of a graph, Preprint, 2025.
  3. K. K. Gottwald and S. Majstorović Ergotić. Graphs that preserve Kirchhoff index after the removal of a vertex, Boletín de la Sociedad Matemática Mexicana, June 2025
  4. S. Debus and K. K. Gottwald. Posets for Specht ideals of essential real reflection groups, Preprint, 2025.
  5. A. Caragea, K. von Dichter, K. K. Gottwald, F. Grundbacher, T. Jahn and M. Runge. Minkowski chirality: a measure of reflectional asymmetry of convex bodies, Preprint, 2025.
  6. Kurt Klement Gottwald: Approaching a Characterisation of Generically Closed Orthogonal Matrix Groups. Master thesis, TU Chemnitz, 2023.
  7. Kurt Klement Gottwald: D-Modules in one Variable. Bachelor thesis, TU Chemnitz, 2019.