Some subclasses of generalised pascu classes of functions with respect to symmetric points (Beberapa subkelas bagi fungsi kelas pascu teritlak terhadap titik simetri)

In this paper, some subclasses of generalised Pascu classes of functions with respect to symmetric points are introduced. Here, integral representation formulae are established and sharp coefficient estimates are determined. Further, Fekete Szegö problem is solved and the second Hankel determinan...

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Main Authors:	Harjinder Singh, Mehrok.B.S, Deepak Gupta
Format:	Article
Published:	Penerbit Universiti Kebangsaan Malaysia 2012
Online Access:	http://journalarticle.ukm.my/5926/ http://journalarticle.ukm.my/5926/

id	ukm-5926
recordtype	eprints
spelling	ukm-59262013-01-30T13:50:41Z http://journalarticle.ukm.my/5926/ Some subclasses of generalised pascu classes of functions with respect to symmetric points (Beberapa subkelas bagi fungsi kelas pascu teritlak terhadap titik simetri) Harjinder Singh, Mehrok.B.S, Deepak Gupta, In this paper, some subclasses of generalised Pascu classes of functions with respect to symmetric points are introduced. Here, integral representation formulae are established and sharp coefficient estimates are determined. Further, Fekete Szegö problem is solved and the second Hankel determinant is considered for these classes. Penerbit Universiti Kebangsaan Malaysia 2012-12 Article PeerReviewed Harjinder Singh, and Mehrok.B.S, and Deepak Gupta, (2012) Some subclasses of generalised pascu classes of functions with respect to symmetric points (Beberapa subkelas bagi fungsi kelas pascu teritlak terhadap titik simetri). Journal of Quality Measurement and Analysis, 8 (2). pp. 89-107. ISSN 1823-5670 http://pkukmweb.ukm.my/ppsmfst/jqma/index2.html
repository_type	Digital Repository
institution_category	Local University
institution	Universiti Kebangasaan Malaysia
building	UKM Institutional Repository
collection	Online Access
description	In this paper, some subclasses of generalised Pascu classes of functions with respect to symmetric points are introduced. Here, integral representation formulae are established and sharp coefficient estimates are determined. Further, Fekete Szegö problem is solved and the second Hankel determinant is considered for these classes.
format	Article
author	Harjinder Singh, Mehrok.B.S, Deepak Gupta,
spellingShingle	Harjinder Singh, Mehrok.B.S, Deepak Gupta, Some subclasses of generalised pascu classes of functions with respect to symmetric points (Beberapa subkelas bagi fungsi kelas pascu teritlak terhadap titik simetri)
author_facet	Harjinder Singh, Mehrok.B.S, Deepak Gupta,
author_sort	Harjinder Singh,
title	Some subclasses of generalised pascu classes of functions with respect to symmetric points (Beberapa subkelas bagi fungsi kelas pascu teritlak terhadap titik simetri)
title_short	Some subclasses of generalised pascu classes of functions with respect to symmetric points (Beberapa subkelas bagi fungsi kelas pascu teritlak terhadap titik simetri)
title_full	Some subclasses of generalised pascu classes of functions with respect to symmetric points (Beberapa subkelas bagi fungsi kelas pascu teritlak terhadap titik simetri)
title_fullStr	Some subclasses of generalised pascu classes of functions with respect to symmetric points (Beberapa subkelas bagi fungsi kelas pascu teritlak terhadap titik simetri)
title_full_unstemmed	Some subclasses of generalised pascu classes of functions with respect to symmetric points (Beberapa subkelas bagi fungsi kelas pascu teritlak terhadap titik simetri)
title_sort	some subclasses of generalised pascu classes of functions with respect to symmetric points (beberapa subkelas bagi fungsi kelas pascu teritlak terhadap titik simetri)
publisher	Penerbit Universiti Kebangsaan Malaysia
publishDate	2012
url	http://journalarticle.ukm.my/5926/ http://journalarticle.ukm.my/5926/
first_indexed	2023-09-18T19:45:32Z
last_indexed	2023-09-18T19:45:32Z
_version_	1777405874365530112

Some subclasses of generalised pascu classes of functions with respect to symmetric points (Beberapa subkelas bagi fungsi kelas pascu teritlak terhadap titik simetri)

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