Pappus's Theorem in Grassmannian ▫$Gr(3, \mathbb{C}^n)$▫
Sawada, Sumire ; Settepanella, Simona, 1975- ; Yamagata, So, 1994-
V članku študiramo preseke kvadrikov, komponent hiperploskve v Grassmanovih prostorih ▫$Gr(3, \mathbb{C}^n)$▫, ki so jih vpeljali S. Sawada, S. Settepanella in S. Yamagata leta 2017. To vodi k ...alternativni formulaciji in dokazu Pappusovega izreka, ki Pappusovo in Hessejevo konfiguracijo premic predstavi kot posebni točki v kompleksnem projektivnem Grassmannovem prostoru. To novo povezavo dobimo s pomočjo tretjega povsem kombinatoričnega objekta, presečne mreže diskriminantnega sestava.
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