Indobet11
   | Home  | About ScienceAsia  | Publication charge  | Advertise with us  | Subscription for printed version  | Contact us  
Editorial Board
Journal Policy
Instructions for Authors
Online submission
Author Login
Reviewer Login
Volume 50 Number 2
Volume 50 Number 1
Volume 49 Number 6
Volume 49 Number 5
Volume 49S Number 1
Volume 49 Number 4
Earlier issues
https://nagaempire7.xyz/ https://empire88t.com/ https://botak-empire5.com/ https://uncleempire19.xyz/ https://indobet11j.com/ https://mukapoker1.lol/ https://mukacasinoc.com/ https://138.197.6.28 https://138.68.168.98 https://152.42.182.182/ https://planetaryconquest.com/ https://internationalpeaceday.com/ https://weidenfeldlaw.com/ https://notariamc.com/ https://inetskate.com/ https://newdatingway.com/ https://korem083.tniad.mil.id/shop/slot-100-perak/ https://korem083.tniad.mil.id/product/slot-qris/ https://korem083.tniad.mil.id/store/bet-200-perak/ https://abkpmi.ac.id/wp-content/uploads/products/slot-qris-10k/
https://www.arabiaphone.com/ https://www.benchmarcsystems.com/ https://www.dndock.com/ https://www.virtuallytheoffice.com/ https://www.mikechomes.com/ https://www.studioelpizo.com/ https://www.musicrebellion.com/ https://www.patmcgann.com/ https://www.hotel-gufler.com/ https://www.aegeaneating.com/ https://www.peterclementbooks.com/ https://www.mahshidabbasi.com/ https://www.elizabethtoop.com/ https://www.stonedeadforever.com/ https://www.longislandsites.com/ https://www.stevenmaloff.com/ https://www.viananaturalhealing.com/ https://www.dascomputers.com/ https://www.systemf3.com/ https://www.visitguanacaste.com/ https://www.independentnepa.com/ https://www.theobooks.org/ https://www.charlieshd.com/ https://www.robertcatkinson.com/ https://www.lechevart.com/ https://www.conkerco.com/ https://www.postgal.com/ https://www.drharoldlong.com/ https://www.blackmenvent.com/ https://www.paranormalresearchonline.com/ http://www.joshkrischer.com/ https://www.riccmho.org/ https://www.iflorabella.com/ https://www.marcellatracco.com/ https://www.juliehutchinson.com/ https://www.fiestadocumentary.com/ https://prakerja.cybersacademy.id/uk/sgacor https://jurnal-fastek.ikopin.ac.id/styles/ http://rodaberita.id/wp-content/botakempire/ https://rodaberita.id/wp-content/empire88/ https://rodaberita.id/wp-content/uncleempire/ https://univ.ikopin.ac.id/wp-content/uncleempire/ https://univ.ikopin.ac.id/wp-content/indobet11/ https://univ.ikopin.ac.id/wp-content/empire88/ https://univ.ikopin.ac.id/wp-content/botak-empire/ https://rodaberita.id/wp-content/indobet11 Botak Empire
Maxwin Botak Empire
Botak Empire Scatter
Daftar Botak Empire
Botak Empire Rekomendasi
Botak Empire Menang
Botak Empire Akun Pro
Scatter Botak Empire
Botak Empire Deposit Receh
Empire88 Slot 4D
Botak Empire Alternatif
https://sakairesources1.ug.edu.gh/uncle-empire https://glodokplaza.com/wp-content/uploads/botak-empire/ https://glodokplaza.com/wp-content/uploads/indobet11/ https://ff.universitasypib.ac.id/wp-content/theme/botak-empire/ https://elearn.nli.gov.mn/naga-empire/ https://dkonveksi.com/ https://elearn.nli.gov.mn/uncle-empire/ https://expressshoerepairnyc.com/wp-content/botak-empire/ https://www.shidokan.org.uk/naga-empire/ https://nagaempire-naga.tumblr.com/ https://ies.edu.vn/wp-content/uncle-empire/ https://glodokplaza.com/wp-content/uncle-empire https://golfdebeaune.com/uncle-empire https://link-botak.tumblr.com/
Volume  Number 

previous article next article

Research articles

ScienceAsia (): 11-15 |doi: 10.2306/scienceasia1513-1874...011


A class of quasi-quintic trigonometric Bézier curve with two shape parameters


Uzma Bashira,*, Muhammad Abbasa, Mohd Nain Hj Awangb, Jamaludin Md. Alia

 
ABSTRACT:     In this paper, a class of quasi-quintic trigonometric Bézier curve with two shape parameters, based on newly constructed trigonometric basis functions, is presented. The new basis functions share the properties with Bernstein basis functions, so the generated curves inherit many properties of traditional Bézier curves. The presence of shape parameters provides a local control on the shape of the curve which enables the designer to control the curve more than the ordinary Bézier curve.

Download PDF

52 Downloads 1555 Views

a School of Mathematical Sciences, Universiti Sains Malaysia, 11800 Penang, Malaysia
b School of Distance Education, Universiti Sains Malaysia, 11800 Penang,Malaysia

* Corresponding author, E-mail: missheikh92@gmail.com

Received 7 Jan 2013, Accepted 5 Apr 2013