Hearing: Professorship “Computational Science”
General Information
Conference Date: 27/05/2024 - 29/05/2024
Venue: JKU-Campus Linz, Sciencepark 4, room S4 025
Berufungsvorträge "Computational Science" (NF Peter Paule)
The public presentations of the candidates will take place from May 27-29, 2024 at the Johannes Kepler University Linz:Monday, May 27, 2024, room: S4 025 (JKU-Campus, Science Park 4)
Speaker 1
9:00-9:50: scientific presentation incl. 10 min discussion (in english)Title: Applied Algebra: Combinatorics, Computation and Reality
9:50-10:05: teaching presentation* inc. 5 min discussion (in english)
Speaker 2
10:15-11:05: scientific presentation incl. 10 min discussion (in english)Title: Computational Tropical Geometry and Its Applications
11:05-11:20: teaching presentation* inc. 5 min discussion (in english)
Speaker 3
11:30-12:20: scientific presentation incl. 10 min discussion (in english)Title: Convexity and the sum-product problem
12:20-12:35: teaching presentation* inc. 5 min discussion (in english)
Tuesday, May 28, 2024, room: S4 025 (JKU-Campus, Science Park 4)
Speaker 1
10:15-11:05: scientific presentation incl. 10 min discussion (in english)Title: Desingularization with applications to special functions
11:05-11:20: teaching presentation* incl. 5 min discussion (in english)
Speaker 2
11:30-12:20: scientific presentation incl. 10 min discussion (in english)Title: Symbolic Computational Science
12:20-12:35: teaching presentation* incl. 5 min discussion (in english)
Wednesday, May 29, 2024, room: S4 025 (JKU-Campus, Science Park 4)
Speaker 1
9:00-9:50: scientific presentation incl. 10 min discussion (in english)Title: Reaction networks and positive solutions to systems of polynomial equations with real exponents
9:50-10:05: teaching presentation* inc. 5 min discussion (in english)
Speaker 2
10:15-11:05: scientific presentation incl. 10 min discussion (in english)Title: Algebraic and Geometric algorithms: the era of non-linear computations
11:05-11:20: teaching presentation* inc. 5 min discussion (in english)
* theme for teaching presentations: "The Chinese Remainder Theorem" (intended audience: Bachelor's level course)