Existence and Uniqueness Linear Partial Differential Equations Depending Initial and Boundary Conditions
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Keywords

Hyperbolic equations, Characteristic method function, Partial differential equation, Canonical form.

How to Cite

Abood, H. J. ., & Hussain, A. H. . (2013). Existence and Uniqueness Linear Partial Differential Equations Depending Initial and Boundary Conditions. Journal of Asian Scientific Research, 3(8), 786–799. Retrieved from https://archive.aessweb.com/index.php/5003/article/view/3531

Abstract

In this paper, we classify the linear second order partial differential equations. We will show that there are three types of partial differential equations hyperbolic, elliptic and parabolic. We are study hyperbolic equations and the type of equation will turn out to be decisive in establishing the kind of initial and boundary conditions that serve in a natural way to determine a solution uniquely.

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