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Secret Key Design Using an Algebraic Procedure (KAP) for Encrypted Energy Internet-of-Things (EIoT) Contents

This study designs a secret Key using an Algebraic Procedure (KAP). KAP has the capability to act in a different manner dependent on the plaintext input. Two different secret key length approaches are presented in this work. Increase the unpredictability and privacy of plaintext by using such a sche...

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Main Authors: Al-Ghaili A.M., Kasim H., Al-Hada N.M., Hassan Z., Omar R., Othman M., Shayea I.
Other Authors: 26664381500
Format: Conference Paper
Published: Springer Science and Business Media Deutschland GmbH 2024
Subjects:
Algebraic procedure
Energy Internet-of-Things
Quick Response Code
Secret key
Algebra
Codes (symbols)
Cryptography
Sensitive data
Customizable
Different secret keys
Energy internet
Energy internet-of-thing
Key lengths
Plaintext
Quick response code
Study design
Internet of things
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spelling my.uniten.dspace-346052024-10-14T11:21:02Z Secret Key Design Using an Algebraic Procedure (KAP) for Encrypted Energy Internet-of-Things (EIoT) Contents Al-Ghaili A.M. Kasim H. Al-Hada N.M. Hassan Z. Omar R. Othman M. Shayea I. 26664381500 57203863798 55976109600 13607947600 37012659000 24824928800 55090200000 Algebraic procedure Energy Internet-of-Things Quick Response Code Secret key Algebra Codes (symbols) Cryptography Sensitive data Algebraic procedure Customizable Different secret keys Energy internet Energy internet-of-thing Key lengths Plaintext Quick response code Secret key Study design Internet of things This study designs a secret Key using an Algebraic Procedure (KAP). KAP has the capability to act in a different manner dependent on the plaintext input. Two different secret key length approaches are presented in this work. Increase the unpredictability and privacy of plaintext by using such a scheme is the main objective of this design presented in this paper. A sequence of algebraic procedures has been utilized in order to construct a particular coefficient by which the link between plaintext size and key length is customizable. This design of secret key enhances the privacy of sensitive data notably utilized with smart Internet-of-Things (IoT) based applications. Calculations on how long it takes to produce and encrypt a single secret key have shown that the suggested architecture is efficient. Additionally, the findings have demonstrated that when a directly proportional connection between user entries to size-in-bits, the relationship between user entries and secret key algebraic functions is reversely proportional thus higher unpredictability of plaintext and secret key may be attained. � 2023, The Author(s), under exclusive license to Springer Nature Singapore Pte Ltd. Final 2024-10-14T03:21:02Z 2024-10-14T03:21:02Z 2023 Conference Paper 10.1007/978-981-19-8406-8_6 2-s2.0-85161403730 https://www.scopus.com/inward/record.uri?eid=2-s2.0-85161403730&doi=10.1007%2f978-981-19-8406-8_6&partnerID=40&md5=3ad67f3c569fa48db871d1c34de98b72 https://irepository.uniten.edu.my/handle/123456789/34605 983 LNEE 75 91 Springer Science and Business Media Deutschland GmbH Scopus
institution Universiti Tenaga Nasional
building UNITEN Library
collection Institutional Repository
continent Asia
country Malaysia
content_provider Universiti Tenaga Nasional
content_source UNITEN Institutional Repository
url_provider http://dspace.uniten.edu.my/
topic Algebraic procedure
Energy Internet-of-Things
Quick Response Code
Secret key
Algebra
Codes (symbols)
Cryptography
Sensitive data
Algebraic procedure
Customizable
Different secret keys
Energy internet
Energy internet-of-thing
Key lengths
Plaintext
Quick response code
Secret key
Study design
Internet of things
spellingShingle Algebraic procedure
Energy Internet-of-Things
Quick Response Code
Secret key
Algebra
Codes (symbols)
Cryptography
Sensitive data
Algebraic procedure
Customizable
Different secret keys
Energy internet
Energy internet-of-thing
Key lengths
Plaintext
Quick response code
Secret key
Study design
Internet of things
Al-Ghaili A.M.
Kasim H.
Al-Hada N.M.
Hassan Z.
Omar R.
Othman M.
Shayea I.
Secret Key Design Using an Algebraic Procedure (KAP) for Encrypted Energy Internet-of-Things (EIoT) Contents
description This study designs a secret Key using an Algebraic Procedure (KAP). KAP has the capability to act in a different manner dependent on the plaintext input. Two different secret key length approaches are presented in this work. Increase the unpredictability and privacy of plaintext by using such a scheme is the main objective of this design presented in this paper. A sequence of algebraic procedures has been utilized in order to construct a particular coefficient by which the link between plaintext size and key length is customizable. This design of secret key enhances the privacy of sensitive data notably utilized with smart Internet-of-Things (IoT) based applications. Calculations on how long it takes to produce and encrypt a single secret key have shown that the suggested architecture is efficient. Additionally, the findings have demonstrated that when a directly proportional connection between user entries to size-in-bits, the relationship between user entries and secret key algebraic functions is reversely proportional thus higher unpredictability of plaintext and secret key may be attained. � 2023, The Author(s), under exclusive license to Springer Nature Singapore Pte Ltd.
author2 26664381500
author_facet 26664381500
Al-Ghaili A.M.
Kasim H.
Al-Hada N.M.
Hassan Z.
Omar R.
Othman M.
Shayea I.
format Conference Paper
author Al-Ghaili A.M.
Kasim H.
Al-Hada N.M.
Hassan Z.
Omar R.
Othman M.
Shayea I.
author_sort Al-Ghaili A.M.
title Secret Key Design Using an Algebraic Procedure (KAP) for Encrypted Energy Internet-of-Things (EIoT) Contents
title_short Secret Key Design Using an Algebraic Procedure (KAP) for Encrypted Energy Internet-of-Things (EIoT) Contents
title_full Secret Key Design Using an Algebraic Procedure (KAP) for Encrypted Energy Internet-of-Things (EIoT) Contents
title_fullStr Secret Key Design Using an Algebraic Procedure (KAP) for Encrypted Energy Internet-of-Things (EIoT) Contents
title_full_unstemmed Secret Key Design Using an Algebraic Procedure (KAP) for Encrypted Energy Internet-of-Things (EIoT) Contents
title_sort secret key design using an algebraic procedure (kap) for encrypted energy internet-of-things (eiot) contents
publisher Springer Science and Business Media Deutschland GmbH
publishDate 2024
_version_ 1814061187552247808
score 13.226497

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