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Approximate solution for Heat equation via the Pade approximation

机译:通过Pade近似求热方程的近似解

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In this paper the classical explicit approximation to $rac{partial ^{2} U}{partial x^{2} } =rac{partial U}{partial t}$ is given by approximating exponential function by Pade approximate. The condition of stability is obtained by proving a theorem.
机译:在本文中,对$ frac { partial ^ {2} U} { partial x ^ {2}} = frac { partial U} { partial t} $的经典显式逼近是通过用帕德近似值。稳定性的条件是通过证明一个定理来获得的。

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