norm

25 triples
GPTKB property

Random triples
Subject Object
gptkb:L^∞(ℝ^n) essential supremum norm
gptkb:L^1(G) integral of absolute value
gptkb:L^∞(X,_μ) essential supremum norm
gptkb:L^p_space Lp norm
gptkb:ℤ[ω] N(a + bω) = a^2 - ab + b^2
gptkb:L^1(X,_μ) L^1 norm
gptkb:Lp_spaces ||f||_p = (∫ |f|^p)^{1/p} for 1 ≤ p < ∞
gptkb:sequence_space_l2 l2 norm
gptkb:l^p_space_for_p_≥_1 p-norm
gptkb:Hilbert–Schmidt_operators gptkb:Hilbert–Schmidt_norm
gptkb:Hölder_spaces gptkb:Hölder_norm
gptkb:L^p(X,_μ) p-norm
gptkb:Lebesgue_space_L2 L2 norm
gptkb:L^1_functions L^1 norm
gptkb:Hilbert_space_l2 square root of sum of squares
gptkb:L-infinity_space ||f||_∞ = ess sup |f|
gptkb:Quaternions Euclidean norm
gptkb:L^∞_space essential supremum norm
gptkb:C^{k,α}_spaces sum of C^k norm and Hölder seminorm
gptkb:Hamiltonian_quaternions sqrt(a^2 + b^2 + c^2 + d^2)