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Euler method can also be numerically unstable, especially for stiff equations, meaning that the
numerical solution grows very large for equations where the exact solution does not.This can be
illustrated using the linear equation ′ = −, = The exact solution is () = −, which decays to zero as → ∞.However, if the
Euler method is applied to this equation with step size =, then the ... A simple introduction to numerical analysis (A Computer illustrated text) kf8 download
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