Definitions from Wiktionary (linear operator)
▸ noun: (mathematics, functional analysis) An operator L such that for functions f and g and scalar λ, L (f + g) = L f + L g and L λf = λ L f.
▸ Also see linear_operator
▸ Words similar to linear operators
▸ Usage examples for linear operators
▸ Idioms related to linear operators
▸ Wikipedia articles (New!)
▸ Words that often appear near linear operators
▸ Rhymes of linear operators
▸ Invented words related to linear operators
▸ noun: (mathematics, functional analysis) An operator L such that for functions f and g and scalar λ, L (f + g) = L f + L g and L λf = λ L f.
▸ Also see linear_operator
▸ Words similar to linear operators
▸ Usage examples for linear operators
▸ Idioms related to linear operators
▸ Wikipedia articles (New!)
▸ Words that often appear near linear operators
▸ Rhymes of linear operators
▸ Invented words related to linear operators