**Ya. A. Butko** |

Function integrals corresponding to a solution of the
Cauchy--Dirichlet problem for the heat equation in a domain of
a Riemannian manifold |
3-15 |

**K. A. Volosov** |

Eigenfunctions of structures described by the "shallow water" model in
a plane |
17-32 |

**R. N. Garifullin** |

Construction of asymptotic solutions of the autoresonance problem.
Inner decomposition |
33-48 |

**V. G. Danilov, V. Yu. Rudnev** |

A weak asymptotic solution of the phase-field system in the case
of confluence of free boundaries in the Stefan--Gibbs--Thomson problem |
49-66 |

**A. Du, J. Duan, H. Gao, T. Özgökmen** |

Ergodic dynamics of the coupled quasigeostrophic flow-energy balance
system |
67-84 |

**P. A. Zakharchenko, E. V. Radkevich** |

On the well-posedness of the mixed problem for hyperbolic operators
with characteristics of variable multiplicity |
85-98 |

**L. A. Kalyakin, Yu. Yu. Bagderina** |

Asymptotics for the solution of averaged equations for the system of
coupled oscillators |
99-113 |

**P. A. Krutitskii, A. I. Sgibnev** |

The method of integral equations for the mixed problem with the skew
derivative for harmonic functions outside cuts in a plane |
115-135 |

**A. Yu. Popov** |

On the number of real eigenvalues of a certain boundary-value
problem for a second-order equation with fractional derivative |
137-155 |

**V. Zh. Sakbaev** |

On the dynamics of quantum states generated by the Cauchy problem for
the Schrödinger equation with degeneration on the half-line |
157-174 |

**D. L. Tyshkevich** |

Elementary rotations of operators in regular Banach spaces |
175-192 |

**N. N. Shamarov** |

The Maslov--Poisson measure and Feynman formulas for the solution of
the Dirac equation |
193-211 |

**V. M. Shelkovich** |

The Rankine--Hugoniot conditions and balance laws for
$$d-shocks |
213-229 |

**E. A. Shiryaev** |

Birkhoff regularity in terms of the growth of the norm for the Green
function |
231-239 |