Discrete and Continuous Models
and Applied Computational Science
ISSN 2658-4670 (Print)
ISSN 2658-7149 (Online)
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Current Issue
Vol 32, No 2 (2024)
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Cauchy problem
Kantorovich method
Maxwell’s equations
RED
Sage
active queue management
control
finite difference method
finite element method
image processing
mathematical model
mathematical modeling
neural networks
numerical methods
numerical simulation
pattern recognition
queuing system
solitons
stability
stochastic differential equations
waveguide
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Vol 32, No 2 (2024)
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Keywords
Cauchy problem
Kantorovich method
Maxwell’s equations
RED
Sage
active queue management
control
finite difference method
finite element method
image processing
mathematical model
mathematical modeling
neural networks
numerical methods
numerical simulation
pattern recognition
queuing system
solitons
stability
stochastic differential equations
waveguide
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Author Details
Author Details
Malykh, M D
Issue
Section
Title
File
No 3 (2014)
Articles
On Integrals of Ordinary Differential Equations Systems which are Representable in Finite Terms
(Rus)
No 2 (2014)
Articles
On Straightening of Locally Deformed Waveguide
(Rus)
No 3 (2013)
Articles
On the Models with Partial Distribution of Accuracy
(Rus)
No 1 (2015)
Articles
On Solutions of the Maxwell’s Equations from the Viewpoint of Geometrical Optics
(Rus)
No 3 (2015)
Articles
On the Approximate Solving of the Differential Equations which General Solutions Depend on a Constant of Integration Algebraically
(Rus)
Vol 25, No 1 (2017)
Modeling and Simulation
Simulation of Polarized Light Propagation in the Thin-Film Waveguide Lens
(Rus)
Vol 25, No 2 (2017)
Mathematics
On Application of M.N. Lagutinski Method to Integration of Differential Equations in Symbolic Form. Part 1
(Rus)
Vol 25, No 2 (2017)
Mathematics
On Application of M.N. Lagutinski Method to Integration of Differential Equations in Symbolic Form. Part 2
(Rus)
Vol 26, No 1 (2018)
Modeling and Simulation
On the Reduction of Maxwell’s Equations in Waveguidesto the System of Coupled Helmholtz Equations
(Rus)
Vol 26, No 3 (2018)
Computer and Information Science
The Method of Finding Algebraic Integral for First-order Differential Equations
(Rus)
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