ºÝºÝߣshows by User: AbdullahMdSaifee / http://www.slideshare.net/images/logo.gif ºÝºÝߣshows by User: AbdullahMdSaifee / Thu, 13 Sep 2018 10:38:30 GMT ºÝºÝߣShare feed for ºÝºÝߣshows by User: AbdullahMdSaifee Stability of Differential Equations /slideshow/stability-of-differential-equations/114246631 stabilityde-180913103830
Most real life problems are modeled by differential equations. Stability analysis plays an important role while analyzing such models. In this project, we demonstrate stability of a few such problems in an introductory manner. We begin by defining different types of stability. Some methods for determining stability of various systems has been studied here. We start our study by categorizing stability of differential equations by the roots of their characteristic equations. Then we discuss the complexities of such analysis. Then we review Lyapunov’s stability concepts which gives a better way to analyze stability of a system of differential equations. We demonstrate the techniques with some examples.]]>
Most real life problems are modeled by differential equations. Stability analysis plays an important role while analyzing such models. In this project, we demonstrate stability of a few such problems in an introductory manner. We begin by defining different types of stability. Some methods for determining stability of various systems has been studied here. We start our study by categorizing stability of differential equations by the roots of their characteristic equations. Then we discuss the complexities of such analysis. Then we review Lyapunov’s stability concepts which gives a better way to analyze stability of a system of differential equations. We demonstrate the techniques with some examples.]]> Thu, 13 Sep 2018 10:38:30 GMT /slideshow/stability-of-differential-equations/114246631 AbdullahMdSaifee@slideshare.net(AbdullahMdSaifee) Stability of Differential Equations AbdullahMdSaifee Most real life problems are modeled by differential equations. Stability analysis plays an important role while analyzing such models. In this project, we demonstrate stability of a few such problems in an introductory manner. We begin by defining different types of stability. Some methods for determining stability of various systems has been studied here. We start our study by categorizing stability of differential equations by the roots of their characteristic equations. Then we discuss the complexities of such analysis. Then we review Lyapunov’s stability concepts which gives a better way to analyze stability of a system of differential equations. We demonstrate the techniques with some examples. <img style="border:1px solid #C3E6D8;float:right;" alt="" src="https://cdn.slidesharecdn.com/ss_thumbnails/stabilityde-180913103830-thumbnail.jpg?width=120&amp;height=120&amp;fit=bounds" /><br> Most real life problems are modeled by differential equations. Stability analysis plays an important role while analyzing such models. In this project, we demonstrate stability of a few such problems in an introductory manner. We begin by defining different types of stability. Some methods for determining stability of various systems has been studied here. We start our study by categorizing stability of differential equations by the roots of their characteristic equations. Then we discuss the complexities of such analysis. Then we review Lyapunov’s stability concepts which gives a better way to analyze stability of a system of differential equations. We demonstrate the techniques with some examples.
Stability of Differential Equations from AbdullahMdSaifee
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