norm

Matrix and vector norms

📝 Syntaxe

• R = norm(V)

• R = norm(V, p)

• R = norm(V, 'fro')

• R = norm(M)

• R = norm(M, 1)

• R = norm(M, 2)

• R = norm(M, Inf)

• R = norm(M, 'fro')

📥 Argument d'entrée

• M - a 2D matrix single or double

• V - a vector single or double

• p - a scalar (p-norm)

📤 Argument de sortie

• R - result of norm: scalar.

📄 Description

norm computes the norm of a vector or a matrix.

Frobenius norm of M is equal tosqrt (sum (diag (M' * M))) .

💡 Exemples

M = [1 2; 3 4];
norm(M)
norm(M, 1)
norm(M, 2)
norm(M, Inf)
norm(M, 'fro')
V = [1 2 3 4];
norm(V)
norm(V, 1)
norm(V, 2)
norm(V, Inf)
norm(V, 'fro')

x = ones(3000, 3000);
tic();R = norm(x);toc

🔗 Voir aussi

svd.

🕔 Historique

Version	📄 Description
1.0.0	version initiale