Volume 3, No. 1 Volume 3, No. 2 Volume 3, No. 3 Volume 3, No. 4

Volume 3 (2000), No. 2

The main achievements of academician N. N. Bogolyubov in the area of nonlinear mechanics (Kiev period of N. N. Bobolyubov's work): Y. A. Mitropolsky; Pages 147-153; Link
On the radially symmetric solution of the Dirichlet problem for a class of nonlinear pdes: G. Bognár; Pages 154-159; Link
The problem of reducing functional integral inequalities for functions of several variables to one-dimensional inequalities: S. D. Borisenko, G. Matarazzo, and M. M. Piltay; Pages 160-165; Link
N. N. Bogolyubov and cosmic dynamics: E. A. Grebenikov; Pages 166-177; Link
Investigation of periodic solutions of Cauchy problem for integro-differential equations with linear deviation of arguments: M. I. Gromyak; Pages 178-187; Link
A boundary-value problem with impulse effects for singularly perturbed systems in the noncritical case: L. I. Karandzhulov; Pages 188-205; Link PDF
Symplectic invariant reductions of completely integrable dynamical systems on functional spaces, and their invariant submanifolds: M. I. Kopych; Pages 206-217; Link PDF
A study of systems of differential equations with parameters in impulse conditions and bounds: A. Y. Luchka and Y. O. Zakhariichenko; Pages 218-225; Link PDF
The algebraic-analytic structure of integrability by quadratures of Abel-Riccati equations: J. Napora; Pages 226-245; Link PDF
A geometrical generalization of the Poincaré method for an investigation of Lagrangian manifolds of slowly perturbed Hamiltonian systems in a neihborhood of a hyperbolic singular point: Y. A. Prykarpatsky and A. M. Samoilenko; Pages 246-255; Link
Periodic solutions of Liénard equation with impulsive effects: V. H. Samoilenko and V. V. Sobchuk; Pages 256-265; Link
A study of stability of invariant sets for stochastic systems in terms of local coordinates: O. M. Stanzhitskyi; Pages 266-270; Link
On the nonexistence of invariant submanifolds for differential systems with impulses: M. Fečkan; Pages 271-277; Link
Application of asymptotic methods for an investigation for the particle dynamics in accelerators: O. E. Shyshanin; Pages 278-284; Link
On asymptotic expansion of solutions of systems of differential equations in the case where the characteristic equation has multiple roots: M. I. Shkil; Pages 285-289; Link

Entire volume 3

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