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Аннотация:The semiclassical approximation of quantum computing and quasi-qubits (s-bits)have been obtained by us as a result of our work over the past few years. This workcan be conventionally divided into two parts. The first part, let's call it the programmingmodel, contains a computer model of quasi-qubits and quantum computing. The secondpart, let's call it the microelectronic model, describes the microelectronic realization ofqubits in the semiclassical approximation (quasi-qubits) and exists in the form of blockdiagrams, which are supposed to be easy to manufacture. How did we get the semiclassicalapproximation? The difficulty in solving such a problem was that microparticles inquantum mechanics are described in an infinite-dimensional Hilbert space. Classicalmodels are much poorer in the number of variables; therefore, it is impossible todescribe quantum mechanical objects by classical methods due to the small number ofavailable parameters.