Nonlinear Algebra - Tropical Geometry
Tropical geometry is a mathematical theory that connects algebraic and discrete geometry through the study of tropical varieties. The process of tropicalization
Nonlinear Algebra - Group Members
Research Group
Nonlinear Algebra - Publications
Explore the scholarly works of the "Nonlinear Algebra" group. Browse journal articles, contributions in books and conference proceedings, academic theses, or discover
Collaborators
Sven Banisch (Karlsruhe Institute for Technology)
Peter Achermann (Environmental Sleep Biology and Biomathematical Modeling, University of Zürich)
Nils Bertschinger (FIAS)
David W
Upcoming
04/23 Amplituhedra in Dublin 05/23 Algebraic Statistics in Oaxaca 07/23 SIAM Alg Geom in Eindhoven 08/23 Information Geometry in St Malo 09/23 Algebraic Statistics in Chicago
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Nonlinear Algebra - Algebraic Geometry
Algebraic geometry studies algebraic varieties, which are solution sets of polynomial equations. It has applications in diverse areas of science and mathematics