|
The comparison principle with a vector-valued Ljapunov function. II
V. M. Matrosov
|
1739–1752 |
|
|
Some singular boundary value problems for second order nonlinear ordinary differential equations
I. T. Kiguradze
|
1753–1773 |
|
|
Trigonometric series whose sum is a continuous unbounded function on the real axis and is a solution of an equation with deviating argument
P. S. Gromova, A. M. Zverkin
|
1774–1784 |
|
|
The investigation of nonautonomous systems of second order differential equations by means of differential invariants
I. A. Pavlyuk
|
1785–1800 |
|
|
Concerning boundedness criteria for solutions of the equation $A_0(t)x''+A_1(t)x'+A_2(t)x=0$
M. B. Kudaev
|
1801–1813 |
|
|
The existence of solutions of nonlinear ordinary differential equations with linear boundary conditions
G. N. Zhevlakov, Yu. V. Komlenko, E. L. Tonkov
|
1814–1820 |
|
|
The behavior of periodic solutions of a system of second order differential equations with polynomial right-hand sides
Yu. V. Churin
|
1821–1834 |
|
|
Singular points for two-dimensional systems of total differential equations in four-dimensional space
R. G. Dymanov
|
1835–1841 |
|
|
Analytic properties of the scattering amplitude in the one-dimensional case. I
M. V. Fedoryuk
|
1842–1853 |
|
|
A conjugacy problem for equations of hyperbolic and parabolic types
V. I. Korzyuk
|
1854–1866 |
|
|
On the smoothness of thermal potentials. VI. Special thermal potentials $P$ and $Q$ on surfaces of type $Ë^{m+1,\alpha,\alpha/2}_{2m+1,1,(1+\alpha)/2}$ and $Ë^{m+1,1,(1+\alpha)/2}_{2m+3,\alpha,\alpha/2}$
L. I. Kamynin
|
1867–1891 |
|
|
The theory of Macdonald integrals. III. New representations of Macdonald integrals
A. A. Tuzhilin
|
1892–1900 |
|
|
Asymptotics of the solution of a boundary value problem for second order elliptic equations in thin regions
M. G. Dzhavadov
|
1901–1909 |
|
|
Stable solvable extensions of linear systems of partial differential operators with constant coefficients in a bounded region
I. V. Gel'man
|
1910–1914 |
|
|
An analogue of the inverse problem of scattering theory for a nonselfadjoint operator. II
V. A. Blaščak
|
1915–1924 |
Contact us: