On Various Structures of Dynamic Equations with Applications to Predator-prey Models
Ali Abdulkarem Abduljalil AL-dailami;
Abstract
Di erent structures of dynamic equation modeling, time-delay, q-di erence and
fractional equations are considered. Attention is focused to analyze the stability of
equilibrium states in prey-predator systems with self or cross di usion between two
capita.
fractional equations are considered. Attention is focused to analyze the stability of
equilibrium states in prey-predator systems with self or cross di usion between two
capita.
Other data
| Title | On Various Structures of Dynamic Equations with Applications to Predator-prey Models | Authors | Ali Abdulkarem Abduljalil AL-dailami | Keywords | On Various Structures of Dynamic Equations with Applications to Predator-prey Models | Issue Date | 2010 | Description | Di erent structures of dynamic equation modeling, time-delay, q-di erence and fractional equations are considered. Attention is focused to analyze the stability of equilibrium states in prey-predator systems with self or cross di usion between two capita. |
Attached Files
| File | Size | Format | |
|---|---|---|---|
| 111649r7625.pdf | 374.01 kB | Adobe PDF | View/Open |
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