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On Global Classical Solutions of Hyperbolic Differential-Difference Equations© 2020, Pleiades Publishing, Ltd. Abstract: A one-parameter family of global solutions of a two
Propagation of the invariance of germs of solutions of quasilinear differential equations with weighted derivativesThe paper contains various theorems on the propagation of the invariance of germs of solutions
Classical Solutions of Hyperbolic Differential-Difference Equations with Differently Directed TranslationsIn the half-space, three-parameter families of solutions are constructed for hyperbolic
On analytical solutions of the ZK equation and related equations by using the generalized (GG0 )-expansion method of nonlinear evolution equations. For finding exact solutions are expressed three types of solutions
Partial quasianalyticity of distribution solutions to weakly nonlinear differential equations with weights assigned to derivativesWe obtain conditions sufficient for the set of distribution solutions of a weakly nonlinear
Integral representation of a solution to three-dimensional elliptic equation with strong degeneration fundamental solution to the equation and obtain an integral representation of its solution.
On the behavior of the solutions for linear autonomous mixed type difference equationA class of linear autonomous mixed type difference equations is considered, and some new results
Hamiltonians associated with the sixth Painlevé equation with the sixth Painlevé equation and prove its uniqueness. We prove the existence of nonpolynomial Hamiltonians
Nonclassical dynamical behavior of solutions of partial differential-difference equations the type of the equation and dynamical properties of its solutions is provided. This includes the case
Bounded solutions of nonlinear hyperbolic equations with time delay schemes for the solution of one dimensional nonlinear hyperbolic equation with time delay. Numerical
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