Why Theory of Quantum Computing Should be Based on Finite Mathematics
Felix M. Lev · HAL (Le Centre pour la Communication Scientifique Directe) · 2018
We discuss finite quantum theory (FQT) developed in our previous publications and give a simple explanation that standard quantum theory is a special case of FQT in the formal limit p → ∞ where p is the characteristic of the ring or field used in FQT. Then we argue that FQT is a more natural basis for quantum computing than standard quantum theory.