in $ m $ variables $ Q_R (x)=\operatorname {Tr} _ {q^ m/q}(xR (x)) $ determined by a family
$\mathcal {L} $ of $ q $-linearized polynomials $ R $ over $\mathbb {F} _ {q^ m} $, and three
related codes $\mathcal {C} _ {\mathcal {L}, 0} $, $\mathcal {C} _ {\mathcal {L}, 1} $ and
$\mathcal {C} _ {\mathcal {L}, 2} $. We describe the spectra for all these codes when
$\mathcal {L} $ is an even rank family, in terms of the distribution of ranks of the forms $ Q_R …