Key-dependent s-box in lightweight block ciphers
This paper introduces new methods of how to generate a suitable key-dependent substitution boxes (Sboxes) for use in lightweight block ciphers. An S-box is commonly used in block ciphers to provide the crucial property of nonlinearity. And one of the advantages of using key-dependent S-boxes is th...
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Little Lion Scientific Islamabad Pakistan
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iium-364432017-09-06T02:21:22Z http://irep.iium.edu.my/36443/ Key-dependent s-box in lightweight block ciphers AlDabbagh, S.S.M. Taha Alshaikhli, Imad Fakhri Zaba, Muhammad Reza QA75 Electronic computers. Computer science This paper introduces new methods of how to generate a suitable key-dependent substitution boxes (Sboxes) for use in lightweight block ciphers. An S-box is commonly used in block ciphers to provide the crucial property of nonlinearity. And one of the advantages of using key-dependent S-boxes is that it is difficult for an attacker to perform attacks such as differential cryptanalysis on the cipher since the S-boxes are unknown. However, implementing such S-box incurs costs, which is one of the criteria that a lightweight block cipher has to minimize. It is therefore important to have a key-dependent S-box method which always outputs a cryptographically strong S-box and has a small footprint. In this paper, we propose novel methods on how to generate s-boxes based on the value of the secret key. Moreover, this research showed the intensive analysis for cost and security for each method. Little Lion Scientific Islamabad Pakistan 2014-04-20 Article PeerReviewed application/pdf en http://irep.iium.edu.my/36443/1/key-dependent_s-box.pdf application/pdf en http://irep.iium.edu.my/36443/4/36443_Key-dependent%20s-box%20in%20lightweight%20block%20ciphers_SCOPUS.pdf AlDabbagh, S.S.M. and Taha Alshaikhli, Imad Fakhri and Zaba, Muhammad Reza (2014) Key-dependent s-box in lightweight block ciphers. Journal of Theoretical and Applied Information Technology, 62 (2). pp. 554-559. ISSN 1992-8645 (Print) 1817-3195 (Online) http://www.jatit.org/volumes/Vol62No2/sixtysecond_2_2014.php |
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QA75 Electronic computers. Computer science AlDabbagh, S.S.M. Taha Alshaikhli, Imad Fakhri Zaba, Muhammad Reza Key-dependent s-box in lightweight block ciphers |
description |
This paper introduces new methods of how to generate a suitable key-dependent substitution boxes (Sboxes)
for use in lightweight block ciphers. An S-box is commonly used in block ciphers to provide the
crucial property of nonlinearity. And one of the advantages of using key-dependent S-boxes is that it is
difficult for an attacker to perform attacks such as differential cryptanalysis on the cipher since the S-boxes
are unknown. However, implementing such S-box incurs costs, which is one of the criteria that a
lightweight block cipher has to minimize. It is therefore important to have a key-dependent S-box method
which always outputs a cryptographically strong S-box and has a small footprint. In this paper, we propose
novel methods on how to generate s-boxes based on the value of the secret key. Moreover, this research
showed the intensive analysis for cost and security for each method. |
format |
Article |
author |
AlDabbagh, S.S.M. Taha Alshaikhli, Imad Fakhri Zaba, Muhammad Reza |
author_facet |
AlDabbagh, S.S.M. Taha Alshaikhli, Imad Fakhri Zaba, Muhammad Reza |
author_sort |
AlDabbagh, S.S.M. |
title |
Key-dependent s-box in lightweight block ciphers |
title_short |
Key-dependent s-box in lightweight block ciphers |
title_full |
Key-dependent s-box in lightweight block ciphers |
title_fullStr |
Key-dependent s-box in lightweight block ciphers |
title_full_unstemmed |
Key-dependent s-box in lightweight block ciphers |
title_sort |
key-dependent s-box in lightweight block ciphers |
publisher |
Little Lion Scientific Islamabad Pakistan |
publishDate |
2014 |
url |
http://irep.iium.edu.my/36443/ http://irep.iium.edu.my/36443/ http://irep.iium.edu.my/36443/1/key-dependent_s-box.pdf http://irep.iium.edu.my/36443/4/36443_Key-dependent%20s-box%20in%20lightweight%20block%20ciphers_SCOPUS.pdf |
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2023-09-18T20:52:13Z |
last_indexed |
2023-09-18T20:52:13Z |
_version_ |
1777410069559771136 |