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Chaturvedi, Atul
- A New Key Agreement Protocol Using BDP and CSP in Non Commutative Groups
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Authors
Affiliations
1 Department of Mathematics, PSIT, Kanpur, IN
2 Department of Computer Science, PSIT, Kanpur, IN
3 Department of Electronics & Communication, PSIT, Kanpur, IN
4 Department of Electronics & Communication, REC, Kannauj, IN
5 Department of Computer Science, IET, Lucknow, IN
1 Department of Mathematics, PSIT, Kanpur, IN
2 Department of Computer Science, PSIT, Kanpur, IN
3 Department of Electronics & Communication, PSIT, Kanpur, IN
4 Department of Electronics & Communication, REC, Kannauj, IN
5 Department of Computer Science, IET, Lucknow, IN
Source
International Journal of Advanced Networking and Applications, Vol 9, No 3 (2017), Pagination: 3428-3431Abstract
The available key agreement schemes using number theoretic, elliptic curves etc are common for cryptanalysts and associated security is vulnerable. This vulnerability further increases when we talk about modern efficient computers. So there is a need of providing new mechanism for key agreement with different properties so intruders get surprised and communication scenarios becomes stronger than before. In this paper, we propose a key agreement protocol which works in a non commutative group. We prove that our protocol meets the desired security attributes under the assumption that Conjugacy Search Problem and Decomposition Problem are hard in non commutative groups.Keywords
Conjugacy Search Problem, Decomposition Problem, Key Agreement, Non Commutative Groups, Wireless Communication.Full Text
References
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- A Secure Key Agreement Protocol Using Braid Groups
Abstract Views :144 |
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Authors
Affiliations
1 Department of Mathematics, Pranveer Singh Institute of Technology (PSIT), Kanpur (UP), IN
1 Department of Mathematics, Pranveer Singh Institute of Technology (PSIT), Kanpur (UP), IN
Source
International Journal of Advanced Networking and Applications, Vol 1, No 5 (2010), Pagination: 327-330Abstract
This paper presents an authenticated key agreement protocol based on a braid group. It is proved that the proposed protocol meets several security attributes under the assumption that the Root Problem (RP) in braid group is a hard problem.Keywords
Braid Group, Root Problem, Key Agreement, Authentication, Security.Full Text