Abstract
Series Editor's Preface. Preface. Basic Notation. I: Linear Differential Equations. 1. Equations having Properties A and GBPIiGBP. 2. Oscillatory and Nonoscillatory Equations. 3. Oscillation Properties of Solutions Vanishing at Infinity. 4. The Subspace of Solutions Vanishing at Infinity. 5. Bounded and Unbounded Solutions. 6. Asymptotic Formulas. II: Quasilinear Differential Equations. 7. Statement of the Problem Auxiliary Assertions. 8. The Family of Lh Type Solutions of the Equation. 9. L0h, LINFINITYh and Lh Type Equations. III: General Nonlinear Differential Equations. 10. Theorems on the Classification of Equations with respect to their Oscillation Properties. 11. Singular Solutions. 12. Fast Growing Solutions. 13. Kneser Solutions. 14. Proper Oscillatory Solutions. IV: Higher Order Differential Equations of Emden-Fowler Type. 15. Oscillatory Solutions. 16. Nonoscillatory Solutions. V: Second Order Differential Equations of Emden-Fowler Type. 17. Existence Theorems for Proper and Singular Solutions. 18. Oscillation and Nonoscillation Criteria for Proper Solutions. 19. Unbounded and Bounded Solutions Solutions Vanishing at Infinity. 20. Asymptotic Formulas. References. Author Index. Subject Index.
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