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The quantization of the classical two-dimensional Hamiltonian systems on the classical normal form, according to the rules of Born-Jordan and Weyl-MacCoy, its quantum analogs
A REDUCE program for the normalization of polynomial HamiltoniansThe program LINA01 is proposed for the direct and the inverse normalization of Hamiltonian systems
The crease flow on null hypersurfaces, and find their normal forms and versal unfoldings (codimension 3). The allowed boundary singularities
Bifurcation diagrams for spacetime singularities and black holes of the underlying equations. We introduce and thoroughly explore the concept of versal unfolding (topological normal
Dissipativity of the quantum measurement modelThe theory of quantum measurements is an extremely important part of quantum. The results
Quantum-chemical calculations of the structure and vibration spectrum of methyl nitrate by one stable conformation: trans-form. Frequency, intensity and forms of normal vibrations
Photoinduced relaxation processes in self-assembled nanostructures-assembled multiporphyrin triads were formed via non-covalent interactions of meso-phenyl bridged ZnOEP chemical dimer, (Zn
Pre-geometric structure of quantum and classical particles in terms of quaternion spinors, form a set of four quaternion algebra units. A model of a proto-particle is built by the dyad rotation
Quantum-chemical calculations of the structure and vibration spectrum of methyl nitrate by one stable conformation: trans-form. Frequency, intensity and forms of normal vibrations
Efficient Branching Programs for Quantum Hash Functions Generated by Small-Biased Sets called phase form (phase quantum (δ, ϵ)-hash function). It is known that ϵ-biased sets generate phase
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