Fuzzy Tsetlin Automata and Their Application in Analog Computing

In the paper we suggest a system of fuzzy Tsetlin automata for analog computations. The system deals with fuzzy analogs of qubits and models operations of quantum gates used for quantum computations. These fuzzy information units are defined by matrix with fuzzy normalized rows. Operations with these units are conducted by fuzzy Tsetlin automata based on the uninorm and absorbing norm. It is demonstrated that the suggested system implements basic quantum computations that allows its application for general analog computing.