The authors study the existence of common fixed point results for weakly biased pairs under Jungck contractions. The class of their study, subweakly biased maps, contains the classes of commuting,

$R$-weakly commuting, pointwise

$R$-subweakly commuting and

${C}_{q}$-commuting self-maps. They obtain several invariant approximation results as applications. Their results unify, extend and complement results existing in the literature.