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Session title

Groebner bases and applications


Anne Fruehbis-Krueger (Leibniz Universitat Hannover)
Hidefumi Ohsugi (Rikkyo University)


Groebner bases; polynomial systems; applications in mathematics, industry and economy; computational algebraic geometry; toric rings and toric ideals; computational tropical geometry; algebraic statistics


Groebner Bases methods are one of the central tools in modern computer algebra. They are widely used in many different contexts with field of application ranging from pure mathematics like algebraic geometry to industrial and economical applications. In this session, we discuss any topics related with Groebner bases and their applications (see also Keywords).