1. Engineering tables and calculations
2. Problems errors, compliance and stability calculations.
3. Methods for solving nonlinear equations.
4. Direct methods for solving linear equations. Eigenvalues and vectors, their numerical calculation.
5. Iterative methods for solving linear equations.
6. Approximation of functions, least squares method
7. The interpolation function
8. Increasing the accuracy of calculations extrapolating
9. Complex tasks using analytical tools
10. Numerical calculation of integrals and derivatives
11. Linear Programming
12. Nonlinear Programming
13. The step methods for solving initial value problems for ordinary differential equations. Multistep methods.
14. Ordinary Differential Equations - initial value problems and boundary value problems.
15. The system of differential equations
2. Problems errors, compliance and stability calculations.
3. Methods for solving nonlinear equations.
4. Direct methods for solving linear equations. Eigenvalues and vectors, their numerical calculation.
5. Iterative methods for solving linear equations.
6. Approximation of functions, least squares method
7. The interpolation function
8. Increasing the accuracy of calculations extrapolating
9. Complex tasks using analytical tools
10. Numerical calculation of integrals and derivatives
11. Linear Programming
12. Nonlinear Programming
13. The step methods for solving initial value problems for ordinary differential equations. Multistep methods.
14. Ordinary Differential Equations - initial value problems and boundary value problems.
15. The system of differential equations