Boundary Value Problems and Asymptotic Behavior for Functional Differential Equations.
UTAH UNIV SALT LAKE CITY DEPT OF MATHEMATICS
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This report deals with research findings in the qualitative theory of linear and nonlinear differential equations. In the study the author has mainly been concerned with boundary value problems and periodic solutions for ordinary and functional differential equations. In addition the author has obtained oscillation results for ordinary and delay differential equations, integral representation theorems for solutions and has developed abstract tools for the study of these problems. Modified author abstract
- Theoretical Mathematics