Find the location and size of the maximum of |F(z)| in the unit disk |z| 1.
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Find the location and size of the maximum of |F(z)| in the unit disk |z| ≤ 1.
F(z) = αz + b (α, b complex, α ≠ 0)
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Since z 1 the triangle inequality yields z b b T...View the full answer
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