Methods for derivation of the stochastic Boltzmann hierarchy by Petrina, D.Ya.

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Spectrum and states of the BCS Hamiltonian in a finite domain. I. Spectrum by Petrina, D.Ya.

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BCS Model Hamiltonian of the Theory of Superconductivity as a Quadratic Form by Petrina, D.Ya.

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Model BCS Hamiltonian and Approximating Hamiltonian in the Case of Infinite Volume. IV. Two Branches of Their Common Spectra and States by Petrina, D.Ya.

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Equilibrium and Nonequilibrium States of the Model Fröhlich–Peierls Hamiltonian by Petrina, D.Ya.

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Spectrum and States of the BCS Hamiltonian in a Finite Domain. III. BCS Hamiltonian with Mean-Field Interaction by Petrina, D.Ya.

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Spectrum and states of the BCS Hamiltonian with sources by Petrina, D.Ya.

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New second branch of the spectrum of the BCS Hamiltonian and a “pseudogap” by Petrina, D.Ya.

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Spectrum and States of the BCS Hamiltonian in a Finite Domain. II. Spectra of Excitations by Petrina, D.Ya.

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Spatially-Homogeneous Boltzmann Hierarchy as Averaged Spatially-Inhomogeneous Stochastic Boltzmann Hierarchy by Lampis, M., Petrina, D.Ya.

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Solutions of the BBGKY hierarchy for a system of hard spheres with inelastic collisions by Petrina, D.Ya., Caraffini, G.L.

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Analog of the Liouville Equation and BBGKY Hierarchy for a System of Hard Spheres with Inelastic Collisions by Petrina, D.Ya., Caraffini, G.L.

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Stochastic dynamics as a limit of Hamiltonian dynamics of hard spheres by Lampis, M., Petrina, D.Ya., Petrina, К.D.

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Evolution of observables and quasiobservables in classical statistical mechanics by Petrina, D.Ya., Gerasimenko, V.I., Kondratiev, Yu.G., Kuna, T.

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