Bohr radii are obtained for the classes S_c^*(φ), C_c(φ), C_s^*(φ), K_s(φ) such that the sum of |a_n z^n| stays below the distance from f(0) to the boundary of the image for |z| ≤ R_f.
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Bohr phenomenon for certain close-to-convex analytic functions
Bohr radii are obtained for the classes S_c^*(φ), C_c(φ), C_s^*(φ), K_s(φ) such that the sum of |a_n z^n| stays below the distance from f(0) to the boundary of the image for |z| ≤ R_f.