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Generalizations of Montel-Lindelöf’s Theorem on Asymptotic Values
Montel [10] proved in 1912 the following theorem: Let w = f(z ) be an analytic function in the horizontal strip B : 0 < x < + ∞, 0 < y < 1 (z = x + iy ) which is continuous on 0 < x < + ∞, …