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Tropical Geometry - Nonlinear Algebra - Tropical Geometry Tropical Geometry - Nonlinear Algebra - Tropical Geometry

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

Publications - Nonlinear Algebra - Publications Publications - Nonlinear Algebra - Publications

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

Test - Collaborators Test - Collaborators

Collaborators

Sven Banisch (Karlsruhe Institute for Technology)

Peter Achermann (Environmental Sleep Biology and Biomathematical Modeling, University of Zürich)

Nils Bertschinger (FIAS)

David W

Bernd Sturmfels - Upcoming Bernd Sturmfels - Upcoming

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

Algebraic Geometry - Nonlinear Algebra - Algebraic Geometry Algebraic Geometry - Nonlinear Algebra - Algebraic Geometry

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

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