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Jan
24
awarded  Student
Jan
21
comment Given relations of coefficients and $m$ zeros of a complex polynomial, find the polynomial of degree $2n$ and $m \geq n$.
The question should be revised into sub-questions: If this is overdetermined, we may have more than on possibilities for $P(x)$. Then, what are the possible $P(x)$'s when $P(x)$'s are complex reciprocal with m known zeros? What are they when self-reciprocal? What are the additional constraints on $Ci$'s required to have only one possible $P(x)$?
Jan
18
awarded  Editor
Jan
18
revised Given relations of coefficients and $m$ zeros of a complex polynomial, find the polynomial of degree $2n$ and $m \geq n$.
added 183 characters in body
Jan
18
asked Given relations of coefficients and $m$ zeros of a complex polynomial, find the polynomial of degree $2n$ and $m \geq n$.