The probability quantum computation

The paper is concerned with analysis of the feasibility of probabilistic calculations on the basis of the quantum mechanics. The paper considers the ternary logic, as a special case of multiple variables logic, which is realized through the expansion of the Hilbert space. Also the GHZ state and the possibility of its application in probabilistic calculations was analyzed. On this basis it was concluded that the creation of a probabilistic computer may arise due to asymmet GHZ states.

probabilistic calculation, Greenberger–Horne–Zeilinger state, multilevel quantum interactions, quantum computers, generators of SU2 group, generators of SU3 group, Gell-Mann matrices, qubit qutrit, qudit.