The uniform id-decomposition of functions of many-valued logic over homogeneous functions
Sergey Seraphimovich Marchenkov · Discrete Mathematics and Applications · 2010
We consider the uniform id -decomposition of functions of the class P k of functions of k -valued logic over the class of structural homogeneous functions and the class D k of homogeneous functions generated by the dual discriminator d . We find the degrees of the uniform id -decomposition of the class P k over the classes and D k and give the methods of construction of homogeneous functions over which the uniform id -decomposition of the class P k is realised.