http://www.tu-ilmenau.de

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Arbeitsgruppe
Diskrete Mathematik und Algebra


Ansprechpartner

Dr. Jens Schreyer

wissenschaftlicher Mitarbeiter Lehrkraft für besondere Aufgaben

Telefon 03677 69 3622

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INHALTE

Publikationen

Publikationsliste

  • Przybyło, J., Schreyer, J. & Škrabul’áková, E.
    On the Facial Thue Choice Number of Plane Graphs Via Entropy Compression Method
    Graphs and Combinatorics (2016) 32: 1137.
    doi:10.1007/s00373-015-1642-2
  • Schreyer, J., Škrabuľáková, E.
    Total Thue colourings of graphs,
    European Journal of Mathematics (2015) 1:186–197
    DOI 10.1007/s40879-014-0016-2
  • Girlich, F. Rossberg, M., Schaefer, G., Boehme, T., Schreyer, J.
    Bounds for the Security of the Vivaldi Network Coordinate System,
    Netsys, 2013.
  • Schreyer, J., Škrabuľáková, E.
    On the facial thue choice index of plane graphs,
    Discr. Math. 312 (2012), (10), 1713-1721
    doi:10.1016/j.disc.2012.01.023
  • Böhme, T., Schreyer, J., Škrabuľáková, E.
    A note on semi-steady states in stochastic cellular automata,
    Studies in Computational Intelligence 391 (2012), 313-323
  • Böhme,T., Schreyer,J.
     A game theoretic approach to graph problems, 
     9th International Conference on Innovative Internet Community Systems, 2009
  • Böhme, T., Schreyer, J., Unger, H.
     Emergent communication in repeated binary common payoff games. 
    11th SDPS Transdisciplinary Conference on Integrated Systems  Design and Process Science, 2008
  • Schreyer, J.
    Almost every graph is vertex-oblique,
    Discr. Math., 307 (2007), (7/8), 983-989
  • Schreyer, J., Walther, H., Mel'nikov, L. S.
     Vertex-oblique graphs,
     Discr. Math.,  307 (2007), (11-12): 1538-1544
  •  Dobrynin, A. A., Mel'nikov, L. S., Schreyer, J., Walther,H.
    The number of oblique polyhedral graphs with a small number of vertices, 
     Problems of Intellectualization and Quality of Informatics Systems Vol 13, Novosibirsk 2006, 34-41 
  • Kohl, A., Schreyer, J., Tuza, Z., Voigt, M.
     List version of L(d,s)-labelings
     Theoretical Computer Science  349, Issue 1 (2005), 92-98.
  • Schreyer, J., Walther, H. (2004)
     Edge-oblique polyhedral graphs, 
    Discr. Appl. Math.  136, 315-327
  • Dobrynin, A. A., Mel'nikov, L. S., Schreyer, J., Walther,H.
    Some news about oblique graphs,
    Discussiones Mathematicae Graph Theory 22, 39-50.
  • Schreyer, J.. Oblique Graphs, Dissertationsschrift,
    urn:nbn:de:gbv:ilm1-2005000066