ABSTRACT
Mix-value logical networks is a kind of finite-value systems whose state, input and output take values from {0, 1,…, k}. This chapter studies the topological structure of mix-value logic and logical networks firstly. The mix-value logical function is introduced and its algebraic form is obtained. Secondly, the disturbance decoupling problem of mix-value logical networks is investigated by using the semi-tensor product. Thirdly, the pseudo logical function is studied and its general expression is present.
