Estimating equations

In mathematics, the Euler–Poisson–Darboux equation is the partial differential equation

$u_{x,y}+{\frac {N(u_{x}+u_{y})}{x+y}}=0.$

This equation is named for Siméon Poisson, Leonhard Euler, and Gaston Darboux. It plays important role in solving the classical wave equation.

References

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