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Linear abhängig
det = 0
Matrizen (aij)
i: Zeilen, j: Spalten
Matrixmultiplikation c(ik)
zeilen A x Spalten B

Skalarprodukt <x,y>
x,y ∈ R^n

euklidische Norm ||x||

det A(2×2-Matrix)

(3×3-Matrix) detA=
trái trên x phải dưới - phải trên x trái dưới
ker(L)={v∈V:L(v)=0}⊂V
Rang eines Matrix
Anzahl Nicht-Nullen Zeile
dim ker A(nxn-Matrix)=
n - rang A