INITIAL BOUNDARY VALUE PROBLEMS FOR FUSS-WINKLER-ZIMMERMANN AND SWIFT-HOHENBERG NONLINEAR EQUATIONS OF 4TH ORDER of the Swift-Hohenberg equation and dynamic
descent to the points of minimal values of the functional of energy
Initial–boundary value problems for Fuss-Winkler-Zimmermann and Swift–hohenberg nonlinear equations of 4th order of the Swift–Hohenberg equation and dynamic
descent to the points of minimal values of the functional of energy
Semantic models, method and tools of knowledge bases coordinated development based on reusable components. To solve the problem
was proposed the knowledge base and
methods and tools for
developing knowledge bases
Checking the definiteness of forms, such as the steepest
descent method and the conjugate gradient
method. A theoretical analysis and computational
Eigen-coordinates: New method of analytical functions identification in experimental measurementsA new
method of identification of the analytical curves describing experimental data is suggested