SS 2019

  • VO Linear Algebra I (Fuchs)
  • UE Linear Algebra I (Karolus, Pink, Schratzberger, Sereinig)
  • VO Number theory (Schmid)
  • UE Number theory (Schmid)
  • VO Algebra II (Fuchs)
  • UE Algebra II (Heintze)
  • VO Universal Algebra (Fuchs)
  • SE Bachelorseminar (Fuchs, Schmid, et al.)
  • SE Doctoral Seminar  (Fuchs)
  • BA Bachelor Thesis in Teaching Training Program in Mathematics (Pink)
  • SE Mathematical seminar for the teacher training bachelor program (Pink)
  • PS Proseminar for mathematics teacher training (Fuchs)

WS 2018/19

  • VU Introduction to the studies of mathematics and its environment (bachelor program) (C. Fuchs et al.)
  • VU Introduction to the studies of mathematics and its environment (teacher education program) (C. Fuchs, K. Fuchs)
  • VU Foundations of mathematics  (Ziegler)
  • VO Discrete Mathematics (Ziegler)
  • UE Discrete Mathematics (Schmid, Ziegler)
  • VO Algebra I (C. Fuchs)
  • UE Algebra I (C. Fuchs)
  • SE Mathematical Seminar (Ziegler)
  • VO Finite fields and coding theory (C. Fuchs)
  • UE Finite fields and coding theory (C. Fuchs)
  • SE Doctoral Seminar (C. Fuchs)
  • PS Proseminar for mathematics teacher training (C. Fuchs, Maresch)
  • BA Bachelor Thesis in Teaching Training Program in Mathematics (Version 2013 - Department of Mathematics) (C. Fuchs, Maresch)
  • VU Preparatory course for mathematicians (C. Fuchs)

SS 2018

  • VO Number Theory (C. Fuchs)
  • UE Number Theory (Schmid, Karolus)
  • VO Algebra II (C. Fuchs)
  • UE Algebra II (C. Fuchs)
  • UE Linear Algebra I (Schmid)
  • SE Algebra and Number Theory (Ziegler)
  • VO Topics in Algebra (Meidl)
  • UE Topics in Algebra (Meidl)
  • SE Bachelor Thesis (C. Fuchs, Schmid, Ziegler, et al.)
  • SE Mathematical seminar für the teachter training bacheolor program (C. Fuchs, Meidl)
  • Bachelor Thesis in Teaching Training Program in Mathematics (Version 2013 - Department of Mathematics) (C. Fuchs, Meidl, et al.)
  • SE Doctoral Seminar (C. Fuchs)

WS 2017/18

  • VU Introduction to the Studies of Mathematics and its Environment (teacher education program) (C. Fuchs, K. Fuchs, Karolus)
  • VU  Introduction to the Studies of Mathematics and its Environment (bachelor program) (C. Fuchs, Bathke, Blatt, Buchta, Schröder)
  • VU Foundations of Mathematics (Schmid)
  • VO Discrete Mathematics (C. Fuchs)
  • UE Discrete Mathematics (C. Fuchs, Hittmeir, Sereinig)
  • VO Algebra I (Hellekalek)
  • UE Algebra I (Hellekalek)
  • VO Linear Algebra II and Geometry (C. Fuchs)
  • UE Linear Algebra II and Geometry (C. Fuchs, Karolus)
  • VO Topics in Number Theory (Hellekalek)
  • UE Topics in Number Theory (Hellekalek)
  • VO Higher Algebra and Number Theory (Ziegler)
  • UE Higher Algebra and Number Theory (Ziegler)
  • BA Bachelor Thesis in Teaching Training Program in Mathematics (Version 2013 - Department of Mathematics) (Buchta, C. Fuchs, K. Fuchs, Maresch, Meidl, Thaler, Wolf)
  • SE Doctoral Seminar (C. Fuchs)
  • VU Preparatory Course for Mathematicians (C. Fuchs, Bögelein)

SS 2017

  • VO Number Theory (Hellekalek)
  • UE Number Theory (Hellekalek, Hittmeir)
  • VO Linear Algebra I (C. Fuchs)
  • UE Linear Algebra I (C. Fuchs, Hutle, Karolus, Schmid)
  • SE Mathematical seminar for the teacher training bachelor program (C. Fuchs)
  • VO Topics in Algebra (Hellekalek)
  • UE Topics in Algebra (Hellekalek, Ziegler)
  • VO Cryptology (Ziegler)
  • UE Cryptology (Hittmeir)
  • SE Doctoral Seminar (C. Fuchs)

WS 2016/17

  • VU Introduction to the Studies of Mathematics and its Environment (bachelor program) (Bathke, Bögelein, Buchta, C. Fuchs, Schröder)
  • VU Introduction to the Studies of Mathematics and its Environment (teacher education program) (C. Fuchs, K. Fuchs, Karolus)
  • VU Foundations of Mathematics (C. Fuchs)
  • VO Discrete Mathematics (C. Fuchs)
  • UE Discrete Mathematics (C. Fuchs, Karolus, Hittmeir, Schmid)
  • UE  Mathematics in Schools: Basics and Discrete Mathematics (Schmid)
  • VO Algebra (Ziegler)
  • UE Algebra (Ziegler)
  • VO Finite Fields (Hellekalek)
  • UE Finite Fields (Hellekalek)
  • VP  Logic and foundations of Mathematics  (Bors, Hittmeir)
  • VO Linear Algebra I (Wolf)
  • UE Linear Algebra I (Hutle, Reichenwallner)
  • SE Mathematical Seminar I (Hellekalek)
  • SE Seminar Discrete Mathematics (Ziegler)
  • SE Doctoral Seminar (C. Fuchs)

SS 2016

  • LC Linear Algebra II and Geometry (Wolf)
  • EC Linear Algebra II and Geometry (Wolf, Hutle)
  • LC Number Theory (Hellekalek)
  • EC Number Theory (Hellekalek, Hittmeir, Bors)
  • LC Algebra (Hellekalek)
  • EC Algebra (Hellekalek)
  • LC Irrationality and Transcendence (column II, C. Fuchs)
  • EC Irrationality and Transcendence (column II, C. Fuchs)
  • SC Themes from Metric Number Theory (column II, Hellekalek)
  • LC Topics in Algebra (C. Fuchs)
  • EC Topics in Algebra (Karolus)
  • LS Computer-oriented applications: Discrete and numerical mathematics (C. Fuchs, Schröder)
  • SE Doctoral Seminar (C. Fuchs)

WS 2015/16

  • LC Discrete Mathematics A (Ziegler)
  • LC Discrete Mathematics B (Ziegler)
  • LC Discrete Mathematics C (Ziegler)
  • EC Discrete Mathematics (Ziegler, Schmid, Bors, Hittmeir)
  • LC Linear Algebra I (Wolf)
  • EC Linear Algebra I (Wolf, Milicic, Karolus)
  • LC Algebra (Hellekalek)
  • EC Algebra (Hellekalek)
  • LC Higher Algebra (column II, C. Fuchs)
  • EC Higher Algebra (column II, Paulin)
  • SC Mathematical Seminar I (Pink)
  • LS Mathematical models in applied sciences (C. Fuchs)
  • SE Doctoral Seminar (C. Fuchs)

SS 2015

  • LC Linear Algebra II and Geometry (Wolf)
  • EC Linear Algebra II and Geometry (Wolf, Hutle)
  • LC Number Theory (C. Fuchs)
  • EC Number Theory (C. Fuchs, Hittmeir, Ziegler)
  • LC Algebra II (C. Fuchs)
  • EC Algebra II (C. Fuchs)
  • LC Good Lattice Points and Their Applications (Kritzer)
  • EC Good Lattice Points and Their Applications (Kritzer)
  • LC Finite Fields (column II; Hellekalek)
  • EC Finite Fields (column II; Hellekalek)
  • SC Elementary Algebraic Geometry (column II; Ziegler)
  • SE Doctoral Seminar (C. Fuchs)

WS 2014/15

  • LC Discrete Mathematics A (Schmid)
  • LC Discrete Mathematics B (Schmid)
  • LC Discrete Mathematics C (Schmid)
  • EC Discrete Mathematics (Schmid, Ziegler, Bors, Kellner)
  • LC Linear Algebra I (Wolf)
  • EC Linear Algebra I (Wolf, Ziegler, Hutle)
  • CO Linear Algebra I (Wolf)
  • LC Algebra (C. Fuchs)
  • EC Algebra (C. Fuchs)
  • SE Doctoral Seminar (C. Fuchs)
  • News
    Each year, the Sustainability Science Award of the Ecological Society of America is presented to authors of internationally significant peer-reviewed publications, who have been exemplary contributors to sustainability challenges over the past five years.
    At the end of the Salzburger Hochschulwochen, outgoing Rector Heinrich Schmidinger pleaded for contemporary humanism in response to a complex and confused world. Anyone who gives in to the longing for simplicity will ring in the hour of ideology.
    Democracy and the rule of law seem to have experienced better times in Europe. The recent developments in many countries point to a dismantling of the rule of law, fundamental rights and democracy.
    The Botanical Garden invites you to a free guided tour! Meeting point: entrance to the Botanical Garden. Duration: about two hours. The tours takes place in all weather conditions. Botanical Garden, Hellbrunnerstrasse 34.
    The 7th Salzburg Summer School will take place the 2nd and 3rd of September, 2019. A comprehensive pedagogical summer education program is offered for teachers and student teachers of all types of schools and subjects. Registrations are possible.
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