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Modular exponential multivariate sequence and its application to lightweight security design
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DOI：10.1016/j.future.2019.03.040.png)
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Abstract
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How to design an economic lightweight security scheme is emerging as a challenging issue since a larger number of private and confidential datum are generated every day in this big data era. As presented in this paper, dynamic systems generated using multivariate sequences constructed from residual rings of matrices have been proven to admit good randomness and non-singularity which can be used to solve the equivalent keys and factorization problems found in Multivariate Quadratic asymmetric systems. These properties are useful for constructing a practical economic cryptographic system for constraint devices and provide a potential balanced solution between cost and security. (C) 2019 Elsevier B.V. All rights reserved.
Keywords:
Economic lightweight security
Multivariate cryptography
Public key cryptography
Superfluous keys
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