Numerical and graphical methods of linear and nonlinear differential equations and programming problems
Numerical and graphical methods of linear and nonlinear differential equations and programming problems
The paper deals with a combination of numerical and of graphical methods for solution of two problems: 1) Solution of linear and nonlinear applied problems containing a parameter in a differential equation, or in boundary conditions in some interval of the parameter values. A complex of solutions for a given type is considered in the whole range of the parameter values, which allows us to solve problems with an arbitrary number of parameters. 2) Solution of linear and nonlinear programming problems with a large number of parameters.
differential equation, graphical methods, Numerical mathematical programming methods, Graphical methods in numerical analysis, parameter values, linear and nonlinear programming problems, Numerical methods for initial value problems involving ordinary differential equations
differential equation, graphical methods, Numerical mathematical programming methods, Graphical methods in numerical analysis, parameter values, linear and nonlinear programming problems, Numerical methods for initial value problems involving ordinary differential equations