Norm

Available

Vector or matrix norm (Euclidean by default).

Forms

Norm[expr]

Norm[expr, p]

Verified examplesNorm[{3, 4}] → 5 Norm[{1, 2, 2}] → 3 Norm[{3, 4}, 4] → 337^(1/4)Norm[{a, b, c}, p] → (Abs[a]^p + Abs[b]^p + Abs[c]^p)^p^(-1)

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Used in

Simulate a bouncing ball - 4 steps
Nd solve stiffness test nonstifftest method option - 4 steps
Nd solve vector norm read - 5 steps

Topics

Linear Systems - Minimization Problems »
Mathematical And Counting Operations On Lists - Vector-Oriented Operations »
Matrices And Linear Algebra - Operations on Vectors »
Matrices And Linear Algebra - Minimization Problems »
Matrix Based Minimization - Statistical Fitting»
Matrix Operations - General

Related

Normalize RealAbs Abs EuclideanDistance Dot Total RootMeanSquare ContraharmonicMean SingularValueList Integrate DistanceMatrix PseudoInverse

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