Certificateless Public Key Encryption (CL-PKE) scheme using Extended Chebyshev Polynomial over the finite field ?p

In this paper, we introduce a new alternative model for a Certificateless Public Key Encryption (CL-PKE) scheme. Our proposed CL-PKE scheme uses the Identity Based Encryption (IBE) scheme extended over the finite field p to generate its encryption and decryption keys. The proposed system is applicab...

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Bibliographic Details
Main Author:	Azhanie Sardangi
Other Authors:	Mohammed Benasser Algehawi
Format:	Journal
Published:	Malaysian Journal of Mathematical Sciences, Universiti Putra Malaysia 2015
Subjects:	Mathematics & statistics
Online Access:	http://www.myjurnal.my/public/article-view.php?id=95580

id	oai:www.myjurnal.my:95580
recordtype	eprints
spelling	oai:www.myjurnal.my:955802018-09-20T00:00:00Z Certificateless Public Key Encryption (CL-PKE) scheme using Extended Chebyshev Polynomial over the finite field ?p Azhanie Sardangi Mathematics & statistics In this paper, we introduce a new alternative model for a Certificateless Public Key Encryption (CL-PKE) scheme. Our proposed CL-PKE scheme uses the Identity Based Encryption (IBE) scheme extended over the finite field p to generate its encryption and decryption keys. The proposed system is applicable, secure, and reliable. Malaysian Journal of Mathematical Sciences, Universiti Putra Malaysia Mohammed Benasser Algehawi 2015-00-00 Journal application/pdf 95580 www.myjurnal.my/filebank/published_article/454904.pdf www.myjurnal.my/public/article-view.php?id=95580
repository_type	Digital Repository
institution_category	Local Institution
institution	MyJournal
building	MyJournal Repository
collection	Online Access
topic	Mathematics & statistics
spellingShingle	Mathematics & statistics Azhanie Sardangi Certificateless Public Key Encryption (CL-PKE) scheme using Extended Chebyshev Polynomial over the finite field ?p
description	In this paper, we introduce a new alternative model for a Certificateless Public Key Encryption (CL-PKE) scheme. Our proposed CL-PKE scheme uses the Identity Based Encryption (IBE) scheme extended over the finite field p to generate its encryption and decryption keys. The proposed system is applicable, secure, and reliable.
author2	Mohammed Benasser Algehawi
author_facet	Mohammed Benasser Algehawi Azhanie Sardangi
format	Journal
author	Azhanie Sardangi
author_sort	Azhanie Sardangi
title	Certificateless Public Key Encryption (CL-PKE) scheme using Extended Chebyshev Polynomial over the finite field ?p
title_short	Certificateless Public Key Encryption (CL-PKE) scheme using Extended Chebyshev Polynomial over the finite field ?p
title_full	Certificateless Public Key Encryption (CL-PKE) scheme using Extended Chebyshev Polynomial over the finite field ?p
title_fullStr	Certificateless Public Key Encryption (CL-PKE) scheme using Extended Chebyshev Polynomial over the finite field ?p
title_full_unstemmed	Certificateless Public Key Encryption (CL-PKE) scheme using Extended Chebyshev Polynomial over the finite field ?p
title_sort	certificateless public key encryption (cl-pke) scheme using extended chebyshev polynomial over the finite field ?p
publisher	Malaysian Journal of Mathematical Sciences, Universiti Putra Malaysia
publishDate	2015
url	http://www.myjurnal.my/public/article-view.php?id=95580
first_indexed	2018-09-20T13:39:25Z
last_indexed	2018-09-20T13:39:25Z
_version_	1612241440999473152

Certificateless Public Key Encryption (CL-PKE) scheme using Extended Chebyshev Polynomial over the finite field ?p

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