TY - THES
AB - The extension of extremal combinatorics to the setting of exterior algebra is a work
in progress that gained attention recently. In this thesis, we study the combinatorial structure of exterior algebra by introducing a dictionary that translates the notions from the set systems into the framework of exterior algebra. We show both generalizations of celebrated Erdös--Ko--Rado theorem and Hilton--Milner theorem to the setting of exterior algebra in the simplest non-trivial case of two-forms.
AU - Köse, Seyda
ID - 13331
SN - 2791-4585
TI - Exterior algebra and combinatorics
ER -