Definitions from Wiktionary (two-norm)
▸ noun: (mathematics) A measure of length given by "the square root of the squares." Denoted by ||·||₂, the two-norm of a vector ⃑v= is ||⃑v||₂=√. The two norm of an m×m matrix A is defined by max _(⃑v≠⃑0)(||A⃑v||₂)/(||⃑v||₂) where ⃑v is an m-dimensional vector that is not the zero vector.
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▸ noun: (mathematics) A measure of length given by "the square root of the squares." Denoted by ||·||₂, the two-norm of a vector ⃑v= is ||⃑v||₂=√. The two norm of an m×m matrix A is defined by max _(⃑v≠⃑0)(||A⃑v||₂)/(||⃑v||₂) where ⃑v is an m-dimensional vector that is not the zero vector.
Similar:
magnitude,
norm,
conorm,
normed vector space,
semi-norm,
Euclidean norm,
seminorm,
metanorm,
normaloid,
gauge,
more...
Opposite:
▸ Words similar to two-norm
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▸ Wikipedia articles (New!)
▸ Popular adjectives describing two-norm
▸ Words that often appear near two-norm
▸ Rhymes of two-norm
▸ Invented words related to two-norm