Past teaching

Note: The links on this page are not subject to maintenance!

Summer 2024 - Winter 2023 - Summer 2023 - Winter 2022 - Summer 2022 - Winter 2021 - Summer 2021 - Winter 2020 - Summer 2020 - Winter 2019 - Summer 2019 - Winter 2018 - Summer 2018 - Winter 2017 - Summer 2017 - Winter 2016 - Summer 2016 - Winter 2015 - Summer 2015 - Winter 2014 - Summer 2014 - Winter 2013 - Summer 2013 - Winter 2012 - Summer 2012 - Winter 2011 - Summer 2011 - Winter 2010 - Summer 2010 - Winter 2009 - Summer 2009 - Winter 2008 - Summer 2008 - Winter 2007 - Summer 2007 - Winter 2006 - Summer 2006 - Winter 2005 - Summer 2005 - Winter 2004 - Summer 2004 - Winter 2003 - Summer 2003 - Winter 2002 - Summer 2002 - Winter 2001 - Summer 2001 - Winter 2000:

For further information, please consult the German page.

Summer semester 2024

531241, 531242, 531243	UV Geometrie
taught by	Bert Jüttler, Felix Scholz, Philipp Langgruber, Rittenschober Katharina
356161, 356162	Computer-Aided Geometric Design
taught by	Bert Jüttler, Philipp Langgruber
356010, 356011	Introduction to topology
taught by	Felix Scholz, Sofia Trautner
356300	Special lecture: Algebraic Spline Curves and Surfaces
taught by	Bert Jüttler
356300	Special lecture: Geometrikum
taught by	Felix Scholz, Jana Vráblíková
More information	Link zum Geometrikum
356306, 356504, 356503, 356320	Master- and Dissertatenseminar, Bachelorseminar
Organized by	Bert Jüttler

Winter semester 2023

356280, 356289	Introduction to Geometry
taught by	Bert Jüttler
356004, 356003	Differential Geometry
taught by	Bert Jüttler, Sofia Trautner
356300	Seminar Geometry: Recent Results in Computer Aided Geometric Design
Organized by	Bert Jüttler
356370, 356371	Special lecture: Topological and differentiable manifolds
Organized by	Felix Scholz
356301	Preparation for the supplementary examination Descriptive Geometry (for mechatronics and mechanical Engineering )
taught by	Felix Scholz

Summer semester 2023

531241, 531242, 531243	UV Geometrie
taught by	Bert Jüttler, Lisa Groiss, Philipp Langgruber, Rittenschober Katharina
356190, 356191	Computational Geometry
taught by	Bert Jüttler, Lisa Groiss
356010, 356011	Introduction to topology
taught by	Felix Scholz, Sofia Trautner
356170, 356171	Advanced Differential Geometry
taught by	Felix Scholz, Lisa Groiss
356300	Special lecture: Algebraic Spline Curves and Surfaces
taught by	Bert Jüttler
356306, 356504, 356503, 356320	Master- and Dissertatenseminar, Bachelorseminar
Organized by	Bert Jüttler

Winter semester 2022

356280, 356287	Introduction to Geometry
taught by	Bert Jüttler, Lisa Groiss
356004, 356003	Differential Geometry
taught by	Bert Jüttler, Lisa Groiss
356300	Seminar Geometry: Recent Results in Computer Aided Geometric Design and Isogeometric Analysis
Organized by	Bert Jüttler
356370, 356371	Special lecture: Geometric Modeling for Simulations
Organized by	Thomas Takacs
356301	Preparation for the supplementary examination Descriptive Geometry (for mechatronics and mechanical Engineering )
taught by	Thomas Takacs

Summer semester 2022

356310, 356312, 356313	Geometrical Methods (for mechatronics)
taught by	Felix Scholz, Lisa Groiss
356190, 356191	UV Geometrie
taught by	Bert Jüttler, Lisa Groiss, Philipp Langgruber, Rittenschober Katharina
356103, 356104	Math. fundamentals of Control Theory (for mechatronics)
356303, 356302	Special lecture: Differential manifolds
taught by	Bert Jüttler, Philipp Langgruber
356161, 356162	Computer Aided Geometric Design (for technical mathematics)
356163	Mathematical Fundamentals of CAD (2V for mechatronics)
taught by	Bert Jüttler, Lisa Groiss
356300	Special lecture: Recent Results in Computer Aided Geometric Design
taught by	Bert Jüttler, Lisa Groiss
356306, 356504, 356503, 356320	Master- and Dissertatenseminar, Bachelorseminar
Organized by	Bert Jüttler

Winter semester 2021

356280, 356287	Introduction to Geometry
taught by	Bert Jüttler, Lisa Groiss
356004, 356003	Differential Geometry
taught by	Bert Jüttler, Lisa Groiss
356300	Seminar Geometry: Recent Results in Computer Aided Geometric Design and Isogeometric Analysis
Organized by	Bert Jüttler
356370, 356371	Special lecture: Geometric Modeling for Simulations
Organized by	Thomas Takacs
356301	Preparation for the supplementary examination Descriptive Geometry (for mechatronics and mechanical Engineering )
taught by	Thomas Takacs

Summer semester 2021

356310, 356312, 356313	Geometrical Methods (for mechatronics)
taught by	Thomas Takacs
356190, 356191	UV Geometrie
taught by	Bert Jüttler, Lisa Groiss, Rittenschober Katharina
356170, 356171	Advanced Differential Geometry
taught by	Bert Jüttler, Lisa Groiss
356190, 356191	Computational Geometry
taught by	Bert Jüttler, Sofia Trautner
356300	Special lecture: Algebraic Spline Curves and Surfaces
taught by	Bert Jüttler
356306, 356504, 356503, 356320	Master- and Dissertatenseminar, Bachelorseminar
Organized by	Bert Jüttler

Winter semester 2020

356280, 356287	Introduction to Geometry
taught by	Bert Jüttler, Lisa Groiss
356004, 356003	Differential Geometry
taught by	Bert Jüttler, Lisa Groiss
356300	Seminar Geometry: Recent Results in Computer Aided Geometric Design and Isogeometric Analysis
Organized by	Bert Jüttler, Sofia Trautner
356370, 356371	Special lecture: Artificial Intelligence in Geometry and Simulation
Organized by	Thomas Takacs, Sandra Merchel
356301	Preparation for the supplementary examination Descriptive Geometry (for mechatronics and mechanical Engineering )
taught by	Thomas Takacs

Summer semester 2020

356310, 356312, 356313	Geometrical Methods (for mechatronics)
taught by	Thomas Takacs, Lisa Groiss
356190, 356191	UV Geometrie
taught by	Bert Jüttler, Lisa Groiss, Rittenschober Katharina
356103, 356104	Math. fundamentals of Control Theory (for mechatronics)
356170, 356171	Advanced Differential Geometry
taught by	Bert Jüttler
356161, 356162	Computer Aided Geometric Design (for technical mathematics)
356163	Mathematical Fundamentals of CAD (2V for mechatronics)
taught by	Bert Jüttler, Sandra Merchel
356300	Special lecture: Recent Results in Computer Aided Geometric Design
taught by	Bert Jüttler
356304, 356305, 356306	Master- and Dissertatenseminar
Organized by	Bert Jüttler

Winter semester 2019

356280, 356287	Introduction to Geometry
356182	Geometry for Teachers of Mathematics
taught by	Bert Jüttler, Lisa Groiss
356004, 356003, 356002	Differential Geometry
taught by	Bert Jüttler, Lisa Groiss
356300	Seminar Geometry: Recent Results in Applied Geometry
Organized by	Bert Jüttler, Thomas Takacs
356300	Special lecture: Subdivision – curves and surfaces
Organized by	Thomas Takacs
356301	Preparation for the supplementary examination Descriptive Geometry (for mechatronics)
taught by	Thomas Takacs

Summer semester 2019

356310, 356312, 356313	Geometrical Methods (for mechatronics)
taught by	Thomas Takacs, Katharina Birner
356190, 356191	Computational Geometry
taught by	Bert Jüttler, Lisa Groiss
356300	Special lecture: Locally refined multivariate splines
Organized by	Bert Jüttler, Katharina Birner
356300	Seminar Geometry: Recent Results in Computer Aided Geometric Design
taught by	Bert Jüttler, Katharina Birner
356212	Seminar Geometry: Geometrikum
taught by	Katharina Birner, Lisa Groiss
More information	Geometrikum, TBA
356304, 356305, 356306	Master- and Dissertatenseminar
Organized by	Bert Jüttler

Winter semester 2018

356280, 356287, 356288, 356289	Introduction to Geometry
356182	Geometry for Teachers of Mathematics
taught by	Bert Jüttler, Katharina Birner
356004, 356003, 356002	Differential Geometry
taught by	Bert Jüttler, Katharina Birner
356300	Seminar Geometry: Recent Results in Computer Aided Geometric Design and Isogeometric Analysis
Organized by	Bert Jüttler, Katharina Birner
356300	Special lecture: Geometric modeling for simulations
Organized by	Thomas Takacs, Katharina Birner
356301	Preparation for the supplementary examination Descriptive Geometry (for mechatronics)
taught by	Thomas Takacs

Summer semester 2018

356310, 356312, 356313	Geometrical Methods (for mechatronics)
taught by	Thomas Takacs, Katharina Birner
356103, 356104	Math. fundamentals of Control Theory (for mechatronics)
356170, 356171	Advanced Differential Geometry
taught by	Bert Jüttler, Thomas Takacs
356161, 356162	Computer Aided Geometric Design
taught by	Bert Jüttler, Katharina Birner
356300	Seminar Geometry: Recent Results in Computer Aided Geometric Design
Organized by	Bert Jüttler
356300	Special lecture: Isogeometric Analysis
Organized by	Mario Kapl, Felix Scholz
More information	see PDF
356304, 356305, 356306	Master- and Dissertatenseminar
Organized by	Bert Jüttler

Winter semester 2017

356286, 356287, 356288, 356289	Introduction to Geometry
356182	Geometry for Teachers of Mathematics
taught by	Bert Jüttler, Michael Hauer, Katharina Birner
356004, 356003, 356002	Differential Geometry (2V + 1Ü)
taught by	Bert Jüttler, Michael Hauer
356300	Seminar Geometry: Recent Results in Applied Geometry
Organized by	Bert Jüttler, Michael Hauer
356300	Special lecture: Subdivision - curves and surfaces
Organized by	Thomas Takacs, Michael Hauer
356301	Preparation for the supplementary examination Descriptive Geometry (for mechatronics)
taught by	Thomas Takacs
356006	Descriptive Geometry (for teachers of Mathematics)
taught by	Katharina Rittenschober

Summer semester 2017

356310, 356312, 356313	Geometrical Methods (for mechatronics)
taught by	Thomas Takacs, Michael Hauer
356190, 356191	Computational Geometry
taught by	Bert Jüttler, Katharina Birner
356365, 356366	Special Topics Geometry: Geometry and Simulation
taught by	Bert Jüttler, Michael Hauer
356300	Seminar Geometry: Algebraic Spline Curves and Surfaces
taught by	Bert Jüttler, Katharina Birner
356304, 356305, 356306	Master- and Dissertatenseminar
Organized by	Bert Jüttler
356400	Seminar: Mathematics for pupils
taught by	Thomas Takacs, Michael hauer

Winter semester 2016

356286, 356287, 356288, 356289	Introduction to Geometry
356182	Geometry for Teachers of Mathematics
taught by	Bert Jüttler, Michael Hauer, Katharina Birner
356004, 356003, 356002	Differential Geometry (2V + 1Ü)
taught by	Bert Jüttler, Katharina Birner
356300	Seminar Geometry: Recent Results in Computer Aided Geometric Design and Isogeometric Analysis
Organized by	Bert Jüttler, Michael Hauer
356301	Preparation for the supplementary examination Descriptive Geometry (for mechatronics)
taught by	Thomas Takacs
356006	Descriptive Geometry (for teachers of Mathematics)
taught by	Katharina Rittenschober
356400	Seminar: Mathematics for pupils
taught by	Markus Hohenwarter, Thomas Takacs

Summer semester 2016

356310, 356312, 356313	Geometrical Methods (for mechatronics)
taught by	Thomas Takacs, Michael Hauer
356161, 356162	Computer Aided Geometric Design
taught by	Bert Jüttler, Michael Hauer
356103, 356104	Math. fundamentals of Control Theory (for mechatronics)
356170, 356171	Advanced Differential Geometry
taught by	Bert Jüttler, Michael Hauer
356300	Seminar Geometry: Recent Results in Computer Aided Geometric Design
Organized by	Bert Jüttler
356304, 356305, 356306	Master- and Dissertatenseminar
Organized by	Bert Jüttler

Winter semester 2015

356286, 356287, 356288, 356289	Introduction to Geometry
356182	Geometry for Teachers of Mathematics
taught by	Bert Jüttler, Michael Hauer, Katharina Birner
356004, 356003, 356002	Differential Geometry (2V + 1Ü)
taught by	Bert Jüttler, Michael Hauer
356300	Seminar Geometry: Recent Results in Applied Geometry
Organized by	Bert Jüttler, Katharina Birner
356360, 356361	Multivariate Splines
taught by	Angelos Mantzaflaris, Nelly Villamizar
356360, 356361	Adaptive spline refinement
taught by	Andrea Bressan
356301	Preparation for the supplementary examination Descriptive Geometry (for mechatronics)
taught by	Katharina Rittenschober
356006	Descriptive Geometry (for teachers of Mathematics)
taught by	Katharina Rittenschober
356400	Seminar: Mathematics for pupils
taught by	Bert Jüttler, Hohenwarter

Summer semester 2015

356310, 356312, 356313	Geometrical Methods (for mechatronics)
taught by	Mario Kapl, Michael Hauer
365190, 365191	Computational Geometry
taught by	Bert Jüttler, Mario Kapl
Contents:	The course discusses basic problems, algorithms and data structures of Computational Geometry. Among other topics, it is planned to address convex hull computations, triangulations, range searching, Voronoi diagrams, Delaunay triangulations
Prerequisites:	Basic courses in Mathematics
356365, 356366	Special Topics Geometry: Isogeometric Analysis
taught by	Bert Jüttler, Michael Hauer
Contents:	The course provides an introduction to the emerging mathematical technology of Isogeometric Analysis, which is based on the combination of techniques from Computer Aided Geometric Design and Numerical Simulation. It is planned to cover the following topics: - Fundamentals from Computer Aided Geometric Design (Bezier and B-spline techniques) - Basics from Numerical Analysis (finite element simulations) - The isogeometric approach to numerical simulation - Isogeometric discretizations and their approximation power - Computational aspects (matrix assembly) - Isogeometric mesh generation, multi-patch techniques - Adaptive refinement
Prerequisites:	Basic knowledge in applied geometry and numerical analysis
356300	Seminar Geometry: Algebraic Spline Curves and Surfaces
Organized by	Bert Jüttler
356304, 356305, 356306	Master- and Dissertatenseminar
Organized by	Bert Jüttler

Winter semester 2014

356286, 356287, 356288, 356289	Introduction to Geometry
356182	Geometry for Teachers of Mathematics
taught by	Bert Jüttler, Michael Hauer
356004, 356003, 356002	Differential Geometry (2V + 1Ü)
taught by	Bert Jüttler, Mario Kapl
356202	Seminar Geometry: Recent Results in Computer Aided Geometric Design and Isogeometric Analysis
Organized by	Bert Jüttler, Jaka Speh
356360, 356361	Special Topics Geometry: G+SMO - Geometry + Simulation Modules
taught by	Angelos Mantzaflaris, Jaka Speh
356301	Descriptive Geometry (for mechatronics)
taught by	Mario Kapl
356006	Descriptive Geometry (for teachers of Mathematics)
taught by	Gudrun Weigl
356400	Seminar: Mathematics for pupils
taught by	Bert Jüttler, Hohenwarter

Summer semester 2014

356310, 356312, 356313	Geometrical Methods (for mechatronics)
taught by	Mario Kapl, Michael Hauer
365190, 365191	Computational Geometry
taught by	Bert Jüttler, Mario Kapl
Contents:	The course discusses basic problems, algorithms and data structures of Computational Geometry. Among other topics, it is planned to address convex hull computations, triangulations, range searching, Voronoi diagrams, Delaunay triangulations
Prerequisites:	Basic courses in Mathematics
356161, 356162	Computer Aided Geometric Design (for techn. mathematics)
taught by	Bert Jüttler, Michael Hauer
356202	Seminar Geometry: Recent Results in Computer Aided Geometric Design
Organized by	Bert Jüttler
356304, 356305, 356306	Master- and Dissertatenseminar
Organized by	Bert Jüttler

Winter semester 2013

356286, 356287, 356288, 356289	Introduction to Geometry
356182	Geometry for Teachers of Mathematics
taught by	Bert Jüttler, Mario Kapl, Elisabeth Pilgerstorfer, Thomas Takacs
356103, 356104	Math. fundamentals of Control Theory (for mechatronics)
356303, 356302	Special lectures (for techn. mathematics)
taught by	Bert Jüttler, Elisabeth Pilgerstorfer
356004, 356003, 356007, 356002	Differential Geometry (2V + 1Ü)
taught by	Mario Kapl, Thomas Takacs
356202	Seminar: Algebraic Spline Curves and Surfaces
Organized by	Bert Jüttler, Thomas Takacs
356301	Descriptive Geometry (for mechatronics)
taught by	Mario Kapl
356006	Descriptive Geometry (for teachers of Mathematics)
taught by	Katharina Rittenschober
356400	Seminar: Mathematics for pupils
taught by	Bert Jüttler, Hohenwarter

Summer semester 2013

356310, 356312, 356313	Geometrical Methods (for mechatronics)
taught by	Mario Kapl, Elisabeth Pilgerstorfer, Thomas Takacs
356710, 356171	Advanced Differential Geometry
taught by	Bert Jüttler, Elisabeth Pilgerstorfer
365350, 356351	Special lectures: Computational Geometry
taught by	Bert Jüttler, Thomas Takacs
Contents:	The course discusses basic problems, algorithms and data structures of Computational Geometry. Among other topics, it is planned to address convex hull computations, triangulations, range searching, Voronoi diagrams, Delaunay triangulations
Prerequisites:	Basic courses in Mathematics
356161, 356162	Computer Aided Geometric Design (for techn. mathematics)
taught by	Mario Kapl, Elisabeth Pilgerstorfer
356202	Seminar: Algebraic Spline Curves and Surfaces
Organized by	Bert Jüttler, Elisabeth Pilgerstorfer
356212	Seminar Numerische Mathematik, Project seminar Isogeometric Analysis
Organized by	Bert Jüttler, Walter Zulehner

Winter semester 2012

356286, 356287, 356288, 356289	Introduction to Geometry
356182	Geometry for Teachers of Mathematics
taught by	Bert Jüttler, Mario Kapl, Elisabeth Pilgerstorfer, Thomas Takacs
356103, 356104	Math. fundamentals of Control Theory (for mechatronics)
356303, 356302	Special lectures (for techn. mathematics)
taught by	Bert Jüttler, Thomas Takacs
356004, 356003, 356007, 356002	Differential Geometry (2V + 1Ü)
taught by	Bert Jüttler, Elisabeth Pilgerstorfer, Thomas Takacs
356202	Seminar: Algebraic Spline Curves and Surfaces
Organized by	Bert Jüttler, Mario Kapl
356301	Descriptive Geometry (for mechatronics)
taught by	Mario Kapl
356006	Descriptive Geometry (for teachers of Mathematics)
taught by	Gudrun Weigl

Summer semester 2012

356310, 356312, 356313	Geometrical Methods (for mechatronics)
taught by	Mario Kapl, Elisabeth Pilgerstorfer
356202	Seminar: Algebraic Spline Curves and Surfaces
Organized by	Mario Kapl, Thomas Takacs
356212	Projektseminar: Isogeometric Analysis
Organized by	Elisabeth Pilgerstorfer, Thomas Takacs

Winter semester 2011

356186, 356187, 356188	Introduction to Geometry
356182	Geometry for Teachers of Mathematics
taught by	Bert Jüttler, Mario Kapl, Elisabeth Pilgerstorfer, Thomas Takacs
356170, 356171	Special lectures: Computational Geometry
taught by	Bert Jüttler, Thomas Takacs
356103, 356104	Math. fundamentals of Control Theory (for mechatronics)
356140, 356141	Special lectures (for techn. mathematics)
taught by	Bert Jüttler, Elisabeth Pilgerstorfer
356202	Seminar: Algebraic Spline Curves and Surfaces
Organized by	Bert Jüttler, Mario Kapl
356301	Descriptive Geometry (for mechatronics)
taught by	Mario Kapl
356006	Descriptive Geometry (for Teachers of Mathematics)
taught by	Gudrun Weigl

Summer semester 2011

356004, 356003, 356007, 356002	Differential Geometry (2V + 1Ü)
taught by	Bert Jüttler, Mario Kapl, Elisabeth Pilgerstorfer
356310, 356312, 356313	Geometrical Methods (for mechatronics)
taught by	Bert Jüttler, Mario Kapl, Elisabeth Pilgerstorfer
356161, 356162	Computer Aided Geometric Design (for techn. mathematics) (2V+ 1Ü)
356163	Mathematical fundamentals of CAD (for mechatronics) (2V)
taught by	Bert Jüttler, Mario Kapl
356202	Seminar: Algebraic Spline Curves and Surfaces
Organized by	Bert Jüttler, Mario Kapl

Winter semester 2010

356186, 356187, 356188	Introduction to Geometry
356182	Geometry for Teachers of Mathematics
taught by	Bert Jüttler, Mario Kapl, Elisabeth Pilgerstorfer
356170, 356171	Advanced Differential Geometry
taught by	Bert Jüttler, Mario Kapl
356301	Descriptive Geometry (for mechatronics)
taught by	Mario Kapl
356006	Descriptive Geometry (for Teachers of Mathematics)
taught by	Gudrun Weigl
356202	Seminar: Algebraic Spline Curves and Surfaces
Organized by	Bert Jüttler, Mario Kapl

Summer semester 2010

356004, 356003, 356007, 356002	Differential Geometry (2V + 1Ü)
taught by	Bert Jüttler, Mario Kapl, Elisabeth Pilgerstorfer
356103, 356104	Math. Fundamentals of Control Theory (for mechatronics)
356140, 356141	Special lectures (for techn. mathematics)
taught by	Bert Jüttler, Elisabeth Pilgerstorfer
356161, 356162	Computer Aided Geometric Design (for techn. mathematics) (2V+ 1Ü)
356163	Mathematische Grundlagen des CAD (for mechatronics) (2V)
taught by	Bert Jüttler, Mario Kapl
356202	Seminar: Algebraic Spline Curves and Surfaces
Organized by	Bert Jüttler, Mario Kapl

Winter semester 2009/2010

356186, 356187, 356188	Introduction to Geometry
356182	Geometry for Teachers of Mathematics
taught by	Bert Jüttler, Mario Kapl, Elisabeth Pilgerstorfer
356050, 356051	Special lectures: Computational Geometry
taught by	Bert Jüttler, Mario Kapl
Contents:	The course discusses basic problems, algorithms and data structures of Computational Geometry. Among other topics, it is planned to address convex hull computations, triangulations, range searching, Voronoi diagrams, Delaunay triangulations
Prerequisites:	Basic courses in Mathematics
371012	Introduction to Geometry (for mechatronics)
taught by	Mario Kapl
356006	Descriptive Geometry (for Teachers of Mathematics)
taught by	Gudrun Weigl
356202	Seminar: Curves, Surfaces and Volumes for Isogeometric Analysis
Organized by	Bert Jüttler, Walter Zulehner

Summer semester 2009

356004, 356003, 356007, 356002	Differential Geometry (2V + 1Ü)
taught by	Bert Jüttler, Martin Aigner, Margot Rabl
356103, 356104	Math. Fundamentals of Control Theory (for mechatronics)
356140, 356141	Special lectures (for techn. mathematics)
taught by	Bert Jüttler, Margot Rabl
356161, 356162	Computer Aided Geometric Design (for techn. mathematics) (2V+ 1Ü)
356163	Mathematische Grundlagen des CAD (for mechatronics) (2V)
taught by	Bert Jüttler, Martin Aigner
356202	Seminar: Algebraic Spline Curves and Surfaces
Organized by	Bert Jüttler, Martin Aigner

Winter semester 2008/2009

356186, 356187, 356188	Introduction to Geometry
356182	Geometry for Teachers of Mathematics
taught by	Bert Jüttler, Margot Rabl, Martin Aigner
356170, 356171	Advanced Differential Geometry
taught by	Bert Jüttler, Margot Rabl
371012	Introduction to Geometry (for mechatronics)
taught by	Martin Aigner
356006	Descriptive Geometry (for Teachers of Mathematics)
taught by	Gudrun Weigl
356202	Seminar: Algebraic Spline Curves and Surfaces
Organized by	Bert Jüttler, Martin Aigner

Summer semester 2008

356004, 356003, 356005, 356002	Differential Geometry (2V + 1Ü)
taught by	Bert Jüttler, Margot Oberneder, Martin Aigner
356103, 356104	Math. Fundamentals of Control Theory (for mechatronics)
356140, 356141	Special lectures,(for techn. mathematics)
taught by	Bert Jüttler, Martin Aigner
356150	Computer Aided Geometric Design (for mechatronics) (2V)
356150	Computer Aided Geometric Design (for mechatronics) (2V)
taught by	Bert Jüttler, Martin Aigner
356202	Seminar: Algebraic Spline Curves and Surfaces
Organized by	Bert Jüttler

Winter semester 2007/2008

356186, 356187, 356188	Introduction to Geometry
356182	Geometry for Teachers of Mathematics
taught by	Bert Jüttler, Margot Oberneder, Martin Aigner
356191, 356190	Computational Geometry
taught by	Bert Jüttler, Martin Aigner
Contents:	The course discusses basic problems, algorithms and data structures of Computational Geometry. Among other topics, it is planned to address convex hull computations, triangulations, range searching, Voronoi diagrams, Delaunay triangulations
Lecture notes:	The course is based on the following textbook: de Berg, van Kreveld, Overmars, Schwarzkopf: Computational Geometry - Algorithms and Applications, 2nd edition, Springer 2000
Prerequisites:	Basic courses in Mathematics
356188	Introduction to Geometry (for mechatronics)
taught by	Martin Aigner
356006	Descriptive Geometry (for Teachers of Mathematics)
taught by	Katharina Rittenschober
356183	Seminar: Algebraic Spline Curves and Surfaces
Organized by	Bert Jüttler

Summer semester 2007

356004, 356003, 356005, 356002	Differential Geometry (2V+1Ü)
Taught by	Bert Jüttler, Martin Aigner, Margot Oberneder

356103, 356104	Math. Fundamentals of Control Theory (for mechatronics)
356140, 356141	Special lectures, (for techn. mathematics)
Taught by	Bert Jüttler, Martin Aigner

356150	Computer Aided Geometric Design (for mechatronics) (2V)
356151	Special lectures of Computer Aided Geometric Design (for tech. mathematics) (2V)
Taught by	Bert Jüttler, Martin Aigner

356090	Seminar: Algebraic Spline Curves and Surfaces (2 S)
Organized by	Bert Jüttler, Martin Aigner

Winter semester 2006/2007:

356186, 356187	Introduction to Geometry
356182	Geometry for Teachers of Mathematics
taught by	Bert Jüttler, Margot Oberneder
356184, 356185	Wavelets /for curves and surfaces
taught by	Bert Jüttler, Martin Aigner
356188	Introduction to Geometry (for mechatronics)
taught by	Martin Aigner
356006	Descriptive Geometry (for Teachers of Mathematics)
taught by	Katharina Rittenschober
356183	Seminar: Algebraic Spline Curves and Surfaces
Organized by	Bert Jüttler

Summer semester 2006:

356004, 356003, 356005, 356002	Differential Geometry (2V+1Ü)
Taught by	Bert Jüttler, Martin Aigner

356103, 356104	Math. Fundamentals of Control Theory
Taught by	Bert Jüttler, Martin Aigner

356161, 356162	Computer Aided Geometric Design (2V+1Ü)
Taught by	Bert Jüttler, Martin Aigner

356 102	Seminar: Algebraic Spline Curves and Surfaces (2 S)
Organized by	Bert Jüttler

Winter semester 2005:

	Introduction to Geometry (2V+1Ü) / Geometry for Teachers of Mathematics (2KV)
Taught by	Bert Jüttler (V), Martin Aigner (Ü)

	Advanced Differential Geometry (2V+1Ü)
Taught by	Bert Jüttler (V, Ü)

	Seminar: Algebraic Spline Curves and Surfaces (2)
Organizers	Bert Jüttler

Summer semester 2005:

356 200, 356 000	Differential Geometry (2V+1Ü)
Taught by	Bert Jüttler, Katharina Rittenschober

356 101, 356 150	Math. Fundamentals of Computer Aided Design
Taught by	Bert Jüttler

356 103, 356 104	Math. Fundamentals of Control Theory
Taught by	Bert Jüttler , Katharina Rittenschober

356 102	Seminar: Algebraic Spline Curves and Surfaces (2 S)
Organized by	Bert Jüttler und Josef Schicho (RICAM)

Winter semester 2004/2005

	Wavelets (2V+1Ü)
Taught by	Bert Jüttler (V), Katharina Rittenschober (Ü)

	Introduction to Geometry (2V+1Ü) / Geometry for Teachers of Mathematics (2KV)
Taught by	Bert Jüttler (V, Ü), Katharina Rittenschober (Ü), Martin Aigner (Ü)

	Seminar: Algebraic Spline Curves and Surfaces (2)
Organizers	Bert Jüttler, Josef Schicho (RICAM)

Summer semester 2004:

324605, 324606	Differential Geometry (2+1)
Lecturers	Bert Jüttler, Katharina Rittenschober

324607, 324608	Computer Aided Geometric Design (2+1)
Lecturers	Bert Jüttler, Martin Aigner

324171, 324172	Math. Fundamentals of control systems for students of mechatronics (2+1)
Lecturers	Bert Jüttler, Katharina Rittenschober

324745	Seminar: Algebraic Spline Curves and Surfaces (2)
Organizers	Bert Jüttler, Josef Schicho (RICAM)

Winter semester 2003/04:

Advanced Differential Geometry (2+1)
Introduction to Geometry (also Geometry for Teachers) (2+1 / 2KV)
Seminar: Algebraic Spline Curves and Surfaces (2S)

Summer 2003:

Seminar: Algebraic Spline Curves and Surfaces (2S)

Math. Fundamentals of Control for Mechanical Engineers (2+1)
(also Math. Fundamentals of CAD for Mathematicians)

Math. Fundamentals of CAD for Mechanical Engineers (2+0)

Computer-aided geometric design (2+1)

Differential Geometry (2+1)

Winter 2002/2003:

Introduction to Geometry (Mathematics, 3rd semester)

Aims/Contents: Introduction to the different areas of geometry and their applications, including Euclidean, affine, projective and non-Euclidean geometry

Geometry for teachers (for future teachers of mathematics)

This course is identical with two thirds of Introduction to Geometry.

Advanced differential geometry (Mathematics)

Contents: Part 1: Surface theory (Inner Geometry, Gauss-Bonnet, special surfaces). Part 2: Differential manifolds and Riemannian Geometry.

Seminar Algebraic Spline Curves and Surfaces

Contents: We discuss recent papers on algebraic curves and surfaces.

More information

Most talks will be presented in English!

Summer 2002:

Differential Geometry (2 + 1) (Technomathematics, 4th semester)

Contents: Introduction to the classical differential geometry of curves and surfaces in Euclidean 3-space, including curves, surfaces, curves on surfaces, mappings, tensor calculus, manifolds.

Mathematical Methods of Automatic Control (2 + 1) (Mechatronics)

Aims/Contents: The course will provide the necessary mathematical background for advanced methods of automatic control. This includes differential manifolds, vector fields, tensor calculus, differential forms, Lie derivative, Frobenius' theorem.

Wavelets (Technomathematics)

Contents: Haar wavelets, biorthogonal wavelets, lifting, semiorthogonal wavelets, spline wavelets, orthogonale wavelets, analysis of subdivision schemes.

Seminar Algebraic Spline Curves and Surfaces

Contents: We discuss recent papers on algebraic curves and surfaces.

Winter 2001/2002:

Differential Geometry II (2+1) (Technomathematics)

Contents: Part 1: Surface theory (Inner Geometry, Gauss-Bonnet, special surfaces). Part 2: Differential manifolds and Riemannian Geometry.

Mathematical Fundamentals of CAGD (2+1) (Technomathematics)

Contents: Bézier and B-spline curves and surfaces, geometric continuity, rational representations (NURBS), interpolation and approximation, implicit representations.

Seminar: Algebraic Spline curves and surfaces (0+2) (Technomathematics)

Contents: We discuss recent papers on algebraic curves and surfaces.

Summer 2001:

Differential Geometry (2 + 1) (Technomathematics, 4th semester)

Contents: Introduction to the classical differential geometry of curves and surfaces in Euclidean 3-space, including curves, surfaces, curves on surfaces, mappings, tensor calculus, manifolds.

Mathematical Methods of Automatic Control (2 + 1) (Mechatronics)

Splines (2V) (Technomathematics)

Contents: Introduction to B-spline techniques via blossoming.

Winter

Elementary Geometry (2 + 1) (Technomathematics; Mathematics for Teachers)

Contents: synthetical geometry, Erlangen Programm, analytical geometry, mappings and transformations, projective geometry, conics and quadrics, Cayley-Klein-Geometry.

Wavelets for Curves and Surfaces (Technomathematics)

Contents: Haar wavelets, biorthogonal wavelets, lifting, semiorthogonal wavelets, spline wavelets, orthogonale wavelets, analysis of subdivision schemes.

For further information, please consult the German page.

Johannes Kepler University Linz, Institute for Applied Geometry, Altenberger Str.69, Austria-4040 Linz