Author Details
Тыртышников, Е. Е
| Issue | Section | Title | File |
| Vol 65, No 6 (2025) | General numerical methods | COMPARISON OF INTERPOLATION AND MOSAIC-SKELETON METHODS FOR SOLVING INTEGRABLE EQUATIONS WITH CONVOLUTIONAL KERNEL |
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Keywords
Cauchy problem
Maxwell’s equations
asymptotic expansions
blow-up
boundary layer
boundary value problem
conservation laws
gradient
grid-characteristic method
inverse problem
local solvability
mathematical modeling
nonlinear Sobolev-type equations
numerical methods
numerical modeling
numerical simulation
optimal control
rarefied gas
shock waves
stability
uniqueness
Information
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Keywords
Cauchy problem
Maxwell’s equations
asymptotic expansions
blow-up
boundary layer
boundary value problem
conservation laws
gradient
grid-characteristic method
inverse problem
local solvability
mathematical modeling
nonlinear Sobolev-type equations
numerical methods
numerical modeling
numerical simulation
optimal control
rarefied gas
shock waves
stability
uniqueness
Information