In mathematics, the Grace–Walsh–Szegő coincidence theorem [1] [2] is a result named after John Hilton Grace, Joseph L. Walsh, and Gábor Szegő.
Suppose Æ’(z1, ..., zn) is a polynomial with complex coefficients, and that it is
Let A be a circular region in the complex plane. If either A is convex or the degree of Æ’ is n, then for every there exists such that
In mathematics, the Grace–Walsh–Szegő coincidence theorem [1] [2] is a result named after John Hilton Grace, Joseph L. Walsh, and Gábor Szegő.
Suppose Æ’(z1, ..., zn) is a polynomial with complex coefficients, and that it is
Let A be a circular region in the complex plane. If either A is convex or the degree of Æ’ is n, then for every there exists such that