separable polynomial
Also found in: Wikipedia.
separable polynomial
[′sep·rə·bəl ‚päl·i′nō·mē·əl] (mathematics)
A polynomial with no multiple roots.
Also found in: Wikipedia.
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Let P [member of] Q[x] be a monic separable polynomial of degree at least 2 with at least one irrational root.
3], it was shown that if for some monic separable polynomial P and any [[lambda].
Hence by the second condition aKv is a (simple) root of the separable polynomial fm(X)- uKv[X].
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