Oscillation Results for a Class of Hyperbolic Partial Differential Equations of Neutral Type

摘要

The applications of oscillation theory for functional partial differential equations are widely found in mechanics, physics and mathematical biology, eco nomics, automatic control, communications theory, etc. A class of hyperbolic partial differential equations of neutral type with continuously distributed deviating argu ments and damped term is considered in this chapter. By using a general class of function as the parameter function, two theorems are obtained for oscillation of all solutions with certain boundary value problems.