| ISBN13: | 9781032740041 |
| ISBN10: | 1032740043 |
| Kötéstípus: | Keménykötés |
| Terjedelem: | 434 oldal |
| Méret: | 254x178 mm |
| Súly: | 961 g |
| Nyelv: | angol |
| Illusztrációk: | 31 Illustrations, black & white; 31 Line drawings, black & white; 14 Tables, black & white |
| 689 |
Dynamic Equations on Time Scales and Applications
GBP 120.00
Kattintson ide a feliratkozáshoz
A Prosperónál jelenleg nincsen raktáron.
This book presents the theory of dynamic equations on time scales and applications, providing an overview of recent developments in the foundations of the field as well as its applications. It discusses the recent results related to the qualitative properties of solutions like existence and uniqueness, stability, etc.
This book presents the theory of dynamic equations on time scales and applications, providing an overview of recent developments in the foundations of the field as well as its applications. It discusses the recent results related to the qualitative properties of solutions like existence and uniqueness, stability, continuous dependence, controllability, oscillations, etc.
? Presents cutting-edge research trends of dynamic equations and recent advances in contemporary research on the topic of time scales
? Connects several new areas of dynamic equations on time scales with applications in different fields
? Includes mathematical explanation from the perspective of existing knowledge of dynamic equations on time scales
? Offers several new recently developed results, which are useful for the mathematical modeling of various phenomena
? Useful for several interdisciplinary fields like economics, biology, and population dynamics from the perspective of new trends
The text is for postgraduate students, professionals, and academic researchers working in the fields of Applied Mathematics.
1 Elements of Time Scales Calculus 2 First Order Functional Dynamic Equations 3 Foundations of Linear Control Theory on Time Scales 4 Optimal Control Theory for Dynamic Equations 5 Controllability of Dynamic Equations 6 Delayed Dynamic Equations with Sp-Terms 7 Integro-Dynamic System with Stepanov-like Coefficients 8 Terminal Value Problems for Discrete Fractional Relaxation Equations 9 Diamond-Alpha Hardy?Copson type Dynamic Inequalities-I 10 Diamond-Alpha Hardy?Copson type Dynamic Inequalities-II 11 Fishing Model with Feedback Control on Time Scales 12 Some Geometric Properties of Dual Space on Time Scales
13 Serret?Frenet Frame of a Curve Parametrized by Time Scales: A Brief
Survey 14 Applications of Time Scales in Nature: A Brief Survey 15 Applications of Time Scales in Economics: A Brief Survey
Index
