EGAVE

complementary function

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Meaning

  1. noun For a nonhomogeneous linear differential equation any(n)+an−1y(n−1)+⋯+a1y′+a0y=g(x), the general solution of the associated homogenous linear differential equation any(n)+an−1y(n−1)+⋯+a1y′+a0y=0.

Similar words

homogenous function homogeneous function particular integral forcing function comparable function complement cofunction concomitant composite composite function

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