On Analytic Functions of Order ρ in One Direction

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Lemma 2. Lemma 2. Let /(^)=co+ci2+c2^2+--- be regular in ^L, and let the image curve of |z[=1 by f(z)

Lemma 2. Let /(^)=co+ci2+c2^2+--- be regular in \z\^L\, and let the image curve of |z[=1 by f(z)

Lemma 1 Lemma 1, Theorem 1, and (4.8), we have the following inequalities for ^R-^o.2 and w^3. mz f'(*K

Lemma 1, Theorem 1, and (4.8), we have the following inequalities for \z\^R-^o.2 and w^3. mz f'(*K

Lemma 3. Lemma 3. Let f(z~)=z<>+ 2 cnzn be regular in ^ and have no zeros except at the origin, and let

Lemma 3. Let f(z~)=z<>+ 2 cnzn be regular in \z\^\ and have no zeros except at the origin, and let

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