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Walther Jank

Rolf Riesinger, 1999

Rolf Riesinger (1945-2018)

Mag.rer.nat., Dr.techn., Faculty Member from 1967 to 1979


Curriculum vitae

Rolf Riesinger was born on November 1st, 1945. He studied Mathematics and Descriptive Geometry at the Vienna University of Technology (Technische Hochschule Wien) and the University of Vienna. He obtained a Master Degree from the University of Vienna. In 1973, Riesinger defended his doctoral thesis Verallgemeinerte zirkulare und verallgemeinerte zyklische quadratische Komplexe, which was supervised by Heinrich Brauner, at the Vienna University of Technology.

Rolf Riesinger was Student Assistant and Assistant at the First Institute of Geometry from 1967 until 1979. After leaving the university he remained an active researcher. He passed away after a long desease on September 20th, 2018.

Research Interests


Publications

  1. R. Riesinger: Entartete Steinerkegelschnitte in nichtpapposschen Desarguesebenen, Monatsh. Math. 89 (1980), 243-251.
  2. R. Riesinger: Normkurven in endlichdimensionalen Desarguesräumen, Geom. Dedicata 10 (1981), 427-449.
  3. R. Riesinger: Geometrische Überlegungen zum rechten Eigenwert-Problem über Schiefkörpern, Geom. Dedicata 12 (1982), 401-405.
  4. R. Riesinger: Beispiele starrer topologischer Faserungen des reellen projektiven 3-Raums, Geom. Dedicata 40 (1991), 145-163.
  5. R. Riesinger: Faserungen, die aus Reguli mit einem gemeinsamen Geradenpaar zusammengesetzt sind, J. Geometry 45 (1992), 137-157.
  6. R. Riesinger: Faserungen, die aus Reguli mit gemeinsamer Berührprojektivität längs einer gemeinsamen Erzeugenden zusammengesetzt sind, Geom. Dedicata 44 (1992), 295-312.
  7. R. Riesinger: Spreads admitting net-generating regulizations, Geom. Dedicata 62 (1996), 139-155.
  8. R. Riesinger: Spreads admitting elliptic regulizations, J. Geometry 60 (1997), 127-145.
  9. R. Riesinger: Extending the Thas-Walker construction, Bull. Belg. Math. Soc. Simon Stevin 6 (1999), 237-247.
  10. R. Riesinger: The Second Extension of the Thas-Walker construction, Beitr. Algebra Geometrie 41 (2000), 479-488.
  11. D. Betten, R. Riesinger: Discussing Knarr's 2-surface of R4 which generates the first single shift plane, Geom. Dedicata 83 (2000), 329-342.
  12. R. Riesinger: A class of topological spreads with unisymplecticly complemented regulization, Results Math. 38 (2000), 307-338.
  13. D. Betten, R. Riesinger: Noncommutative line spaces derived from certain ovals of 4-dimensional translation planes, Publ. Math. Debrecen 62 (2003), 117-130.
  14. R. Riesinger: Piecewise regular spreads, Results Math. 45 (2004), 153-168.
  15. R. Riesinger: On Wallace loci from the projective point of view, J. Geom. Graphics 8 (2004), 201-213.
  16. R. Riesinger: Constructing non-regular algebraic spreads with asymplecticly complemented regulization, Beitr. Algebra Geometrie 46 (2005), 179-206.
  17. D. Betten, R. Riesinger: Topological parallelisms of the real projective 3-space, Results Math. 47 (2005), 226-241.
  18. H. Havlicek, R. Riesinger: The Betten-Walker spread and Cayley's ruled cubic surface, Unserem lieben Freund Dieter Betten zum 65. Geburtstag gewidmet Beitr. Algebra Geom. 47 (2006), 527-541.
    Preprint (PDF)
  19. D. Betten and R. Riesinger: Constructing topological parallelisms of PG(3,ℝ) via rotation of generalized line pencils, Adv. Geom. 8 (2008), 11-32.
  20. D. Betten and R. Riesinger: Generalized line stars and topological parallelisms of the real projective 3-space, J. Geom. 91 (2009), 1-20.
  21. D. Betten and R. Riesinger: Hyperflock determining line sets and totally regular parallelisms of PG(3,ℝ), Monatsh. Math. 161 (2010), 43-58.
  22. D. Betten and R. Riesinger: Parallelisms of PG(3,ℝ) composed of non-regular spreads, Aequationes Math. 81 (2011), 227-250.
  23. D. Betten and R. Riesinger: Clifford parallelism: old and new definitions, and their use, J. Geometry 103 (2012), 31-73.
  24. D. Betten and R. Riesinger: Collineation groups of topological parallelisms, Adv. Geom. 14 (2014), 175-189.
  25. D. Betten and R. Riesinger: Automorphisms of some topological regular parallelisms of PG(3,ℝ), Results Math. 66 (2014), 291326.
  26. D. Betten and R. Riesinger: Regular 3-dimensional parallelisms of PG(3,ℝ), Bull. Belg. Math. Soc. Simon Stevin 22 (2015), 813835.
  27. H. Havlicek and R. Riesinger: Pencilled regular parallelisms, In memoriam Walter Benz, Acta Math. Hungar. 153 (2017), 249-264.
    DOI: 10.1007/s10474-017-0742-2
    Preprint (PDF) | Article (external link)

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