Journal
of Numerical
and Applied
Mathematics
Main Page
Editorial Board
Instruction for Authors
Publication Ethics
Abstracts
2016
No 2 (122)
–
Contact Us

Journal of Numerical
and Applied Mathematics
(Series "Numerical Mathematics")
Abstracts:

2016 No 2 (122)

Title Page
(under reconstruction, 0 Kb.)

Contents
(184 Kb.)

Academician V.L. Makarov is 75!
(80.5 Kb.)

Chapko R.S., Ivanyshyn Yaman O.M., Kanafotskyi T.S.
On the nonlinear integral equation approaches for the boundary reconstruction
in doubleconnected planar domains
(307 Kb.)

Litynskyy S.V., Muzychuk
A.O.
On the generalized solution of the initialboundary value problem with Neumann condition
for
the wave equation by the use of the retarded double layer potential and the Laguerre transform
(302 Kb.)

Muzychuk Y.A.
On the boundary element method for boundary value problems for convolutional
systems of elliptic equations
(396 Kb.)

Nazarzadeh A., Fard KH. Rahsepar, Mahmoodi A.
Another Case of Incidence Matrix for Bivariate Birkhoff Interpolation
(276 Kb.)

Raynovskyy I.A., Timokha A.N.
Resonant liquid sloshing in an upright circular tank performing a periodic motions
(229 Kb.)

Shvai K.V.
The best Mterm trigonometric approximations of classes
of (ψ,β)differentiable periodic multivariate functions in the space l^{ψ}_{β,1}
(232 Kb.)

Solodky S.G., Myleiko G.L.
On optimal selection of Galerkin's information for solving severely illposed problems
(253 Kb.)

Stelmashchuk V.V., Shynkarenko H.A.
Numerical solution of LordShulman thermopiezoelectricity forced vibrations problem
(307 Kb.)

Sybil Yu.M., Grytsko B.E.
Boundary value problem for the twodimensional Laplace equation
with transmission condition on thin inclusion
(694 Kb.)

Vasylyk V.B.
Exponentially convergent method for differential equation in Banach space
with a bounded operator in nonlocal condition
(228 Kb.)

Yanovich L.A., Ignatenko M.V.
Interpolation formulas for functions, defined on the sets of matrices
with different multiplication rules
(239 Kb.)

Yaroshko O.S.
On the application of Multiparameter inverse eigenvalue problem and numerical methods
for finding its solution
(189 Kb.)
