Fast Mixed Linearly Independent Arithmetic Logic Transforms for Multiple-Valued Functions

Properties of fast transformation matrices for multiple-valued input binary output Mixed Linearly Independent Arithmetic Logic (MLIAL) are discussed. It is shown that some of MLIAL transformations for Boolean functions are applicable for multiple-valued input binary functions with appropriate coding. Hence the computational advantage of fast transform calculations of MLIAL transformations apply also to MLIAL based representations of multiple-valued input binary functions.