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hyperbolic differential equation

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hyperbolic differential equation [¦hī·pər¦bäl·ik ‚dif·ə¦ren·chəl i′kwā·zhən]
(mathematics)
A general type of second-order partial differential equation which includes the wave equation and has the formwhere theAij,Bi,C, andFare suitably differentiable real functions ofx1,x2, …,xn, and there exists at each point (x1,x2, …,xn) a real linear transformation on thexiwhich reduces the quadratic formto a sum ofnsquares not all of the same sign.


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Next, we consider the following hyperbolic differential equations [D.
9781604564594 Numerical solution of hyperbolic differential equations.
 
 
 
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