<p>This book studies 1-D and 2-D solutions of discrete and continuous analogue dynamical systems and identifies their intrinsic differences. It starts by introducing discrete dynamical systems before comparing them to continuous analogue ones.&nbsp;</p><p><br></p><p>It studies in some depth periodic and chaotic-type solutions of quadratic and cubic equations and the harvesting/fishing effect on non-periodic and periodic solutions of populations models based on them. Considerations about the stability of the solutions are critical in their study.&nbsp;</p><p><br></p><p>It contains examples of applications to accounting pharmacology harvesting/fishing strategies economic and population models and historical battles.&nbsp;</p>
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