conjugate space

conjugate space

[′kän·jə·gət ′spās]
(mathematics)
The set of all continuous linear functionals defined on a normed linear space.
References in periodicals archive ?
0](F,K),then (S*, [parallel]* [parallel]*) is called the random conjugate space of (S, [parallel]* [parallel]).
For a sequence space X its conjugate space or a set of continuous linear functionals on X is denoted by [X.
n] with dimensions divisible by four have two equivalent conjugate spaces, the specific mathematical property that accommodates both particle states and antiparticle states.