< Minorenring < 3x2 < Primideal
Zeige, dass das
Ideal
(
X
V
−
Y
U
,
Y
W
−
Z
V
,
X
W
−
Z
U
)
⊆
K
[
X
,
Y
,
Z
,
U
,
V
,
W
]
{\displaystyle {}(XV-YU,YW-ZV,XW-ZU)\subseteq K[X,Y,Z,U,V,W]\,}
ein
Primideal
ist.
Eine Lösung erstellen
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![{\displaystyle {}(XV-YU,YW-ZV,XW-ZU)\subseteq K[X,Y,Z,U,V,W]\,}](../../../../I/375db50d72dc828f3c4e3c27f69eea83730a636f.svg)