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Weak solutions to initial-boundary-value problems for quasilinear evolution equations of an odd order evolution partial differential equations of an odd (not less than third) order with respect to spatial
Initial-boundary value problems for quasilinear dispersive equations posed on a bounded interval-dimensional odd-order equations posed on a bounded interval. For reasonable initial and boundary conditions we
A new algorithm used the Chebyshev pseudospectral method to solve the nonlinear second-order Lienard differential equations equations. It is assumed that the second-order nonlinear Linard differential equations on the range [-1, 1
Solvability of degenerating hyperbolic differential equations with unbounded operator coefficients of these problems in terms of the coefficients of the equation, the degeneracy order, and the initial elements
ASYMPTOTIC ANALYSIS OF INFINITE ORDER SINGULAR PERTURBATED STOCHASTICS DIFFERENTIAL EQUATIONSAsymptotic analysis of infinite order singular perturbated stochastics differential equations
ASYMPTOTIC ANALYSIS OF INFINITE ORDER SINGULAR PERTURBATED STOCHASTICS DIFFERENTIAL EQUATIONConstructing asymptotic solutions of singularly perturbed stochastic differential equations
On inverse problems for odd-order quasilinear evolution equations with general nonlinearity interval for a class of odd-order evolution equations with general nonlinearity are established. Either
Nonlinear neutral delay differential equations of fourth-order: Oscillation of solutionsThe objective of this paper is to study oscillation of fourth-order neutral differential equa-tion
On integration of the first order differential equations in a finite terms of the first order differential equations in a finite terms or symbolical integration. In the report three
New oscillation criteria for third-order differential equations with bounded and unbounded neutral coefficientsThis paper examines the oscillatory behavior of solutions to a class of third-order differential
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