separable polynomial

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separable polynomial

[′sep·rə·bəl ‚päl·i′nō·mē·əl]
(mathematics)
A polynomial with no multiple roots.
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In academic sense, the Dictionary bridges two languages with distinct roots and traditions and different syntax and grammar and in social and political sense, it strengthens linkages between peoples of Pakistan and China, who are like "iron brothers", the President said.
n are the distinct roots of the equation P([omega]) = 0.
Let f and g be two non-constant meromorphic functions sharing (oo, 0) and suppose a1 and a2 are two distinct roots of the equation
r] are the distinct roots of f, c [not equal to] 0 is a constant, and the positive integers [m.
It seems less likely that the secondary tooth is the result of gemination because it has distinct roots and a relatively distinct crown, indicating that it has its own pulp cavity.