Properties of Functions Involving Struve Function

Let f (z) = z + ∑n=2 ∞ anzn and gp,b,c(z) = z + ∑n=2 ∞ (-c4)n-1/(3/2)n-1(k)n-1zn with p, b, c ∈ C, k = p + b+2/2 ≠ 0,-1,-2, . . . be two analytic functions in the unit disk U = (z:|z| < 1). This paper gives conditions so that the function Tp,b,c(z) = ( f * g)(z), a function associated with the St...

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Main Authors:	Mosiun, Jonathan, Halim, Suzeini Abd
Format:	Article
Published:	MDPI 2018
Subjects:	QA Mathematics
Online Access:	http://eprints.um.edu.my/21217/ https://doi.org/10.3390/math6110240
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Institution:	Universiti Malaya

id	my.um.eprints.21217
record_format	eprints
spelling	my.um.eprints.212172019-05-13T05:02:19Z http://eprints.um.edu.my/21217/ Properties of Functions Involving Struve Function Mosiun, Jonathan Halim, Suzeini Abd QA Mathematics Let f (z) = z + ∑n=2 ∞ anzn and gp,b,c(z) = z + ∑n=2 ∞ (-c4)n-1/(3/2)n-1(k)n-1zn with p, b, c ∈ C, k = p + b+2/2 ≠ 0,-1,-2, . . . be two analytic functions in the unit disk U = (z:\|z\| < 1). This paper gives conditions so that the function Tp,b,c(z) = ( f * g)(z), a function associated with the Struve function, is univalent, starlike, or convex in the unit disk. MDPI 2018 Article PeerReviewed Mosiun, Jonathan and Halim, Suzeini Abd (2018) Properties of Functions Involving Struve Function. Mathematics, 6 (11). p. 240. ISSN 2227-7390 https://doi.org/10.3390/math6110240 doi:10.3390/math6110240
institution	Universiti Malaya
building	UM Library
collection	Institutional Repository
continent	Asia
country	Malaysia
content_provider	Universiti Malaya
content_source	UM Research Repository
url_provider	http://eprints.um.edu.my/
topic	QA Mathematics
spellingShingle	QA Mathematics Mosiun, Jonathan Halim, Suzeini Abd Properties of Functions Involving Struve Function
description	Let f (z) = z + ∑n=2 ∞ anzn and gp,b,c(z) = z + ∑n=2 ∞ (-c4)n-1/(3/2)n-1(k)n-1zn with p, b, c ∈ C, k = p + b+2/2 ≠ 0,-1,-2, . . . be two analytic functions in the unit disk U = (z:\|z\| < 1). This paper gives conditions so that the function Tp,b,c(z) = ( f * g)(z), a function associated with the Struve function, is univalent, starlike, or convex in the unit disk.
format	Article
author	Mosiun, Jonathan Halim, Suzeini Abd
author_facet	Mosiun, Jonathan Halim, Suzeini Abd
author_sort	Mosiun, Jonathan
title	Properties of Functions Involving Struve Function
title_short	Properties of Functions Involving Struve Function
title_full	Properties of Functions Involving Struve Function
title_fullStr	Properties of Functions Involving Struve Function
title_full_unstemmed	Properties of Functions Involving Struve Function
title_sort	properties of functions involving struve function
publisher	MDPI
publishDate	2018
url	http://eprints.um.edu.my/21217/ https://doi.org/10.3390/math6110240
_version_	1643691500670812160

Properties of Functions Involving Struve Function

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