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Ahmed A. Abd El-Latif

Researcher at Menoufia University

Publications -  243
Citations -  7527

Ahmed A. Abd El-Latif is an academic researcher from Menoufia University. The author has contributed to research in topics: Computer science & Encryption. The author has an hindex of 36, co-authored 162 publications receiving 4106 citations. Previous affiliations of Ahmed A. Abd El-Latif include Nile University & Harbin Institute of Technology.

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A novel image encryption scheme based on substitution-permutation network and chaos

TL;DR: A novel image encryption approach based on permutation-substitution (SP) network and chaotic systems that shows superior performance than previous schemes.
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DITrust Chain: Towards Blockchain-Based Trust Models for Sustainable Healthcare IoT Systems

TL;DR: A Blockchain Decentralised Interoperable Trust framework (DIT) for IoT zones where a smart contract guarantees authentication of budgets and Indirect Trust Inference System (ITIS) reduces semantic gaps and enhances trustworthy factor (TF) estimation via the network nodes and edges.
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Efficient cryptosystem approaches: S-boxes and permutation–substitution-based encryption

TL;DR: Two efficient cryptosystem schemes in the form of permutation–substitution based on chaotic systems have superior performance and great potential for prominent prevalence in cryptographic applications compared to previous schemes.
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Chaos-based partial image encryption scheme based on linear fractional and lifting wavelet transforms

TL;DR: A new chaos-based partial image encryption scheme based on Substitution-boxes (S-box) constructed by chaotic system and Linear Fractional Transform is proposed, which showed high performances and great potential for prominent prevalence in cryptographic applications.
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Design and implementation of a simple dynamical 4-D chaotic circuit with applications in image encryption

TL;DR: Since the network is characterised by smooth fourth-order exponential nonlinearity, a distinctive approach is employed to assess its different properties: the circuit stability near fixed points is examined and dynamic complexity is evaluated using the Lyaponov spectrum analysis, bifurcation analysis and phase space trajectories.