Volodymyr  L. Makarov
Volodymyr L. Makarov
Head of Department of Computational mathematics, Institute of Mathematics of NAS of Ukraine
Потвърден имейл адрес: imath.kiev.ua - Начална страница
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Позовавания
Година
Difference schemes for differential equations with generalized solutions
AA Samarskii, RD Lazarov, VL Makarov
Vysshaya Shkola, Moscow, 1987
1971987
Exponentially convergent algorithms for the operator exponential with applications to inhomogeneous problems in Banach spaces
IP Gavrilyuk, VL Makarov
SIAM Journal on Numerical Analysis 43 (5), 2144-2171, 2005
672005
Application of exact difference schemes for construction and investigation of difference schemes for generalized solutions
RD Lazarov, VL Makarov, AA Samarskii
Mat. Sbornik 117 (2), 469-480, 1982
661982
Exponentially convergent parallel discretization methods for the first order evolution equations
I Gavrilyuk, VL Makarov
Computational Methods in Applied Mathematics 1 (4), 333-355, 2001
602001
Representation and approximation of the solution of an initial value problem for a first order differential equation in Banach spaces
IP Gavrilyuk, VL Makarov
Zeitschrift für Analysis und ihre Anwendungen 15 (2), 495-527, 1996
441996
Concentration curves in atomic absorption spectrometry
AK Gilmutdinov, TM Abdullina, SF Gorbachev, VL Makarov
Spectrochimica Acta Part B: Atomic Spectroscopy 47 (9), 1075-1095, 1992
431992
A functional-difference method of arbitrary order of accuracy for solving the Sturm–Liouville problem with piecewise-smooth coefficients
VL Makarov
Doklady Akademii Nauk 320 (1), 34-39, 1991
431991
On the convergence of difference schemes for the approximation of solutionsu ∈ W 2 m (m>0.5) of elliptic …
RD Lazarov, VL Makarov, W Weinelt
Numerische Mathematik 44 (2), 223-232, 1984
411984
Methods of operator interpolation
VL Makarov, VV Chlobystov, LA Janovyč
392010
The Cayley transform and the solution of an initial value problem for a first order differential equation with an unbounded operator coefficient in Hilbert space
IP Gavrilyuk, VL Makarov
Numerical Functional Analysis and Optimization 15 (5-6), 583-598, 1994
341994
Solution of a boundary value problem for a quasilinear equation of parabolic type with nonclassical boundary condition
VL Makarov, DT Kulyev
Differentsial'nye Uravneniya 21 (2), 296-305, 1985
311985
Stability and regularization of three-level difference schemes with unbounded operator coefficients in Banach spaces
AA Samarskii, IP Gavrilyuk, VL Makarov
SIAM Journal on Numerical Analysis 39 (2), 708-723, 2001
302001
Application of exact difference schemes to the estimation of the rate of convergence for the method of lines
VL Makarov, AA Samarskii
Zhurnal Vychislitel'noi Matematiki i Matematicheskoi Fiziki 20 (2), 371-387, 1980
28*1980
Eigenvalue problem for the second order differential equation with nonlocal conditions
B Bandyrskii, I Lazurchak, V Makarov, M Sapagovas
Nonlinear Anal. Model. Control 11 (1), 13-32, 2006
262006
Algorithms without accuracy saturation for evolution equations in Hilbert and Banach spaces
I Gavrilyuk, V Makarov
Mathematics of Computation 74 (250), 555-583, 2005
242005
Holey Fibers with 0.4-32-mum-Lattice-Constant Photonic Band-Gap Cladding: Fabrication, Characterization, and Nonlinear-Optical Measurements
AB Fedotov, MV Alfimov, AA Ivanov, AV Tarasishin, VI Beloglazov, ...
LASER PHYSICS-LAWRENCE- 11 (1), 138-145, 2001
242001
Exact and truncated difference schemes for boundary value ODEs
I Gavrilyuk, M Hermann, V Makarov, MV Kutniv
Springer Science & Business Media, 2011
232011
A Two Point Difference Scheme of an Arbitrary Order of Accuracy for BVPS for Systems of First Order Nonlinear Odes
VL Makarov, IP Gavrilyuk, MV Kutniv, M Hermann
Computational Methods in Applied Mathematics 4 (4), 464-493, 2004
212004
Exponentially convergent algorithms for abstract differential equations
I Gavrilyuk, V Makarov, V Vasylyk
Springer Science & Business Media, 2011
202011
Finite difference schemes for differential equations with weak solutions
AA Samarskii, RD Lazarov, VL Makarov
Moscow Vissaya Skola, Moscow, 1987
201987
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