/*! \page odes_nonrigorous ODEs - nonrigorous methods
\tableofcontents

Before reading this section be sure that you already familiar with sections \ref linear_algebra and \ref maps_definition.

In the CAPD we offer for you three strategies of solving IVP for ODEs. You can choose from 
\li one-step numerical scheme based on high-order Taylor method or explicit-implicit Hermite-Obreshkov scheme (seems easiest at start but we do not recommend it)
\li a method for computation of the solution after a given time. This approach combines one-step scheme with automatic step control.
\li a method for computation of a solution curve (as a functional object) over a time range.

In this section we will give an overview on for computing solutions to IVP for ODEs.

- \subpage odes_taylor
- \subpage odes_timemap
- \subpage odesvar_nonrigorous

*/
