Table of Contents
Table of Contents
Preface
Chapter 1 – Exact Equations (pp. 1-48)
Chapter 2 – Elementary First-Order Equations (pp. 49-72)
Chapter 3 – First-Order Linear Equations (pp. 73-100)
Chapter 4 – Iso-Integral Inequalities (pp. 101-110)
Chapter 5 – Existence and Uniqueness of Solutions (pp. 111-140)
Chapter 6 – Iso-Differential Inequalities (pp. 141-152)
Chapter 7 – Continuous Dependence on Initial Conditions (pp. 153-162)
Chapter 8 – Existence and Uniqueness of Solutions of Systems (pp. 163-172)
Chapter 9 – General Properties of Linear Systems (pp. 173-184)
Chapter 10 – Fundamental Matrix Solution (pp. 185-192)
Chapter 11 – Periodic Linear Systems (pp. 193-200)
Chapter 12 – Asymptotic Behaviour of Solutions of Linear Systems (pp. 201-210)
Chapter 13 – Stability of Solutions (pp. 211-220)
Chapter 14 – Lyapunov’s Direct Method for Iso-Differential Systems (pp. 221-232)
Chapter 15 – Second Order Linear Iso-Differential Equations (pp. 233-246)
Chapter 16 – Green’s Functions (pp. 247-254)
References
Index
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