WS 2019/20

  • 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, Sereinig)
  • VU Foundations of mathematics (Krenn, Schmid)
  • VO Discrete Mathematics (Krenn)
  • UE Discrete Mathematics (Krenn, Schmid)
  • VO Algebra I (Ziegler)
  • UE Algebra I (Ziegler)
  • SE Mathematical Seminar (Ziegler)
  • VO Cryptology (Ziegler)
  • UE Cryptology (Ziegler)
  • VO Higher Algebra and Number Theory (Fuchs)
  • UE Higher Algebra and Number Theory (Heintze)
  • SE Doctoral Seminar (C. Fuchs)
  • PS Proseminar for mathematics teacher training (C. Fuchs, Maresch)
  • VU Preparatory course for mathematicians (C. Fuchs)

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, Karolus)
  • VU Foundations of mathematics  (Ziegler)
  • VO Discrete Mathematics (Ziegler)
  • UE Discrete Mathematics (Karolus, 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
    The new edition of the journal for practical philosophy is now online, with its finger on the pulse is also takes into account one topic that is shaping us like no other:the Corona pandemic. It is one of the two main focuses of the issue and its considerable scope not only reflects the importance of this topic, but also the real need to reflect philosophically and ethically on the diverse consequences of this pandemic.
    On Monday, 25. January 2021 at 6:00 pm, the online event "Infected Democracy" will take place as part of the course "Change- News in the Context of Politics, Economics and Technology“ under the leadership of Josef Trappel and Stefan Gadringer.
    With the PLUS Talk, a new form of communication was introduced to the Paris Lodron University of Salzburg in 2020. Within the framework of this format members of the rectorate discuss certain key issues with employees of the PLUS, students and public representatives. The discussions take place LIVE and offer participants the opportunity to ask questions on current topics.
    On Wednesday 17th March 2021 PLUS is holding a virtual open day and warmly invites all interested pupils and final year classes offenen. Further information can be found under www.uni-salzburg.at/openday.
    After talks with the ministry and intensive consultation with the deans, the rectorate of the Paris Lodron University of Salzburg has decided that exams should generally only be conducted online at the moment. The following points apply here:
    There are numerous challenges in everyday elementary education, not only in Corona times. The art lies in dealing constructively with challenging situations. The fourth day of elementary education in Salzburg on 22nd January 2021, which will take place in digital form due to the pandemic-related measures, is dedicated to the topic of "Dealing with challenges in a solution-oriented way - competently and safely".
    Dialogue and Liberation in a Digital Future - Place and time: Paris Lodron University Salzburg; 14-16 October 2021 - Contact: markus.maier@stud.sbg.ac.at
    INTERDISCIPLINARY CONGRESS under the leadership of Reinhard Heinisch, Reinhard Klaushofer, Christoph Kühberger and Margit Reiter
    As part of the series „MUSIC & MEDICINE“ the cooperation focus group science and art is organising another online lecture on the 27th January 2021.
    10 am /Online-Matinee with lecture and discussion „Artes“ series with Robert Brennan and Wolf-Dietrich Löhr.
    As part of the series „MUSIC & MEDICINE“ the cooperation focus group science and culture is organising another online lecture on the 3rd February 2021.
    The Law Academy at the University of Salzburg is offering three online seminars in January 2021 on the topics of an update to competition law (antitrust law and UWG) on Friday, 15 January 2021, an update to company law on Friday, 22 January 2021 and an update to warranty law on Friday, 29th January 2021.
    We would like to remind you of the Call for Lectures, which is still open until 28th February. Apply to be a lecturer at the ditact_women‘s IT summer studies, which will take place from the 23rd August.- 04th September 2021 at the University of Salzburg. It is very important to us to also support young female lecturers. E
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    27.01.21 Music, Entrainment and the Mind–Body Connection: Implications for Health and Physical Activity
    28.01.21 Making Art Modern? Views from the Italian Renaissance.
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