Antilinear
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In mathematics, a real linear transformation f from a complex vector space V to another is said to be antilinear (or conjugate-linear or semilinear) if
- <math>f(cx+dy)=\bar{c}f(x)+\bar{d}f(y)<math>
for all c, d in C and all x, y in V.
See also: complex conjugate, sesquilinear form