Om P. Ahuja, Jay M. Jahangiri
Abstract
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We define and investigate a family of harmonic univalent functions that have fixed second coefficient.Extreme points, convolution conditions, convex combinations, and distortion bounds are obtained for these functions.
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We define and investigate a family of harmonic univalent functions that have fixed second coefficient.Extreme points, convolution conditions, convex combinations, and distortion bounds are obtained for these functions.
Key concepts: Mathematics, Harmonic, Mathematical analysis, Pure mathematics, Acoustics, Physics