| Contents |
| In this work, we briefly outline the ideas of modeling, methods and analysis. In particular, we present a very general conceptual algorithm for finding solution processes of first order nonlinear stochastic differential equations. The presented conceptual algorithm is applied to several types of differential equations. Differential equations are solved in explicit or implicit forms. The scope of this approach is exhibited by solving special classes of stochastic differential equations in a systematic and unified way. Moreover, it is shown that the method of solving both deterministic and stochastic differential equations opens up a research area for young researchers, in particular serious undergraduate both mathematical sciences and interdisciplinary students. |
|