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Chapter 49
An introduction to Ordinary Differential Equations. Earl A. Coddington. Dover. NY 1961
49.1
Chapter 1.3 Introduction– Linear equations of First Order. Page 38
49.2
Chapter 1.6 Introduction– Linear equations of First Order. Page 41
49.3
Chapter 1. Introduction– Linear equations of First Order. Page 45
49.4
Chapter 2. Linear equations with constant coefficients. Page 52
49.5
Chapter 2. Linear equations with constant coefficients. Page 59
49.6
Chapter 2. Linear equations with constant coefficients. Page 69
49.7
Chapter 2. Linear equations with constant coefficients. Page 74
49.8
Chapter 2. Linear equations with constant coefficients. Page 79
49.9
Chapter 2. Linear equations with constant coefficients. Page 83
49.10
Chapter 2. Linear equations with constant coefficients. Page 89
49.11
Chapter 2. Linear equations with constant coefficients. Page 93
49.12
Chapter 3. Linear equations with variable coefficients. Page 108
49.13
Chapter 3. Linear equations with variable coefficients. Page 121
49.14
Chapter 3. Linear equations with variable coefficients. Page 124
49.15
Chapter 3. Linear equations with variable coefficients. Page 130
49.16
Chapter 4. Linear equations with Regular Singular Points. Page 149
49.17
Chapter 4. Linear equations with Regular Singular Points. Page 154
49.18
Chapter 4. Linear equations with Regular Singular Points. Page 159
49.19
Chapter 4. Linear equations with Regular Singular Points. Page 166
49.20
Chapter 4. Linear equations with Regular Singular Points. Page 182
49.21
Chapter 5. Existence and uniqueness of solutions to first order equations. Page 190
49.22
Chapter 5. Existence and uniqueness of solutions to first order equations. Page 198
49.23
Chapter 6. Existence and uniqueness of solutions to systems and nth order equations. Page 238
49.24
Chapter 6. Existence and uniqueness of solutions to systems and nth order equations. Page 250
49.25
Chapter 6. Existence and uniqueness of solutions to systems and nth order equations. Page 254
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