'The present book will be of value to anyone wanting to contribute to the field in itself or wishing to apply the results to specific problems.' Monatshefte fur Mathematik.

• I. Third Order Linear Homogeneous Differential Equations in Normal Form.- §1. Fundamental Properties of Solutions of the Third Order Linear Homogeneous Differential Equation.- §2. Oscillatory Properties of Solutions of the Differential Equation (a).- §3. Asymptotic Properties of Solutions of the Differential Equations (a) and (b).- §4. Boundary Value Problems.- II. Third Order Linear Homogeneous Differential Equations with Continuous Coefficients.- §5. Principal Properties of Solutions of Linear Homogeneous Third Order Differential Equations with Continuous Coefficients.- §6. Conditions for Disconjugateness, Non-oscillatoricity and Oscillatoricity of Solutions of the Differential Equation (A).- §7. Comparison Theorems for Differential Equations of Type (A) and Their Applications.- III. Concluding Remarks.- 1. Special Forms of Third Order Differential Equations.- 2. Remark on Mutual Transformation of Solutions of Third Order Differential Equations.- IV. Applications of Third Order Linear Differential Equation Theory.- §8. Some Applications of Linear Third Order Differential Equation Theory to Non-linear Third Order Problems.- §9. Physical and Engineering Applications of Third Order Differential Equations.- References.

'The present book will be of value to anyone wanting to contribute to the field in itself or wishing to apply the results to specific problems.' Monatshefte fur Mathematik.

• I. Third Order Linear Homogeneous Differential Equations in Normal Form.- §1. Fundamental Properties of Solutions of the Third Order Linear Homogeneous Differential Equation.- §2. Oscillatory Properties of Solutions of the Differential Equation (a).- §3. Asymptotic Properties of Solutions of the Differential Equations (a) and (b).- §4. Boundary Value Problems.- II. Third Order Linear Homogeneous Differential Equations with Continuous Coefficients.- §5. Principal Properties of Solutions of Linear Homogeneous Third Order Differential Equations with Continuous Coefficients.- §6. Conditions for Disconjugateness, Non-oscillatoricity and Oscillatoricity of Solutions of the Differential Equation (A).- §7. Comparison Theorems for Differential Equations of Type (A) and Their Applications.- III. Concluding Remarks.- 1. Special Forms of Third Order Differential Equations.- 2. Remark on Mutual Transformation of Solutions of Third Order Differential Equations.- IV. Applications of Third Order Linear Differential Equation Theory.- §8. Some Applications of Linear Third Order Differential Equation Theory to Non-linear Third Order Problems.- §9. Physical and Engineering Applications of Third Order Differential Equations.- References.

'The present book will be of value to anyone wanting to contribute to the field in itself or wishing to apply the results to specific problems.' Monatshefte fur Mathematik.

• I. Third Order Linear Homogeneous Differential Equations in Normal Form.- §1. Fundamental Properties of Solutions of the Third Order Linear Homogeneous Differential Equation.- §2. Oscillatory Properties of Solutions of the Differential Equation (a).- §3. Asymptotic Properties of Solutions of the Differential Equations (a) and (b).- §4. Boundary Value Problems.- II. Third Order Linear Homogeneous Differential Equations with Continuous Coefficients.- §5. Principal Properties of Solutions of Linear Homogeneous Third Order Differential Equations with Continuous Coefficients.- §6. Conditions for Disconjugateness, Non-oscillatoricity and Oscillatoricity of Solutions of the Differential Equation (A).- §7. Comparison Theorems for Differential Equations of Type (A) and Their Applications.- III. Concluding Remarks.- 1. Special Forms of Third Order Differential Equations.- 2. Remark on Mutual Transformation of Solutions of Third Order Differential Equations.- IV. Applications of Third Order Linear Differential Equation Theory.- §8. Some Applications of Linear Third Order Differential Equation Theory to Non-linear Third Order Problems.- §9. Physical and Engineering Applications of Third Order Differential Equations.- References.