Chaos can be thought of as a superset of pseudo random number generators employed as a part of standard encryption algorithms and is a noteworthy and fundamental consequence of nonlinear dynamics. The important estima...
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ISBN:
(纸本)9781912764112
Chaos can be thought of as a superset of pseudo random number generators employed as a part of standard encryption algorithms and is a noteworthy and fundamental consequence of nonlinear dynamics. The important estimation of disarray is the capacity to create a wide range of different pseudo random number generating algorithms. While there are, on a fundamental level, a boundless number of chaos based algorithms that can be designed, they generally depend on the utilization of floating point arithmetic and require high precision floating point computations to produce sensibly extensive cycles. These floating point schemes are computationally intensive given that the number streams they create are generally changed into bit streams. In this context, this paper audits encryption methodologies in view of floating point algorithms.
In today's cryptographic landscape, evaluating encryption algorithms' integrity is crucial. Neural networks offer promise for extracting information from Data encryption Standard (DES) encrypted data. This rep...
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Image encryption is a specialized subfield of cryptography, distinguished by the high correlation between neighboring pixels, which necessitates unique approaches to disrupt this correlation. While all encryption appr...
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With the rapid development of Internet of Things (IoT) technology, interconnectivity between devices has become increasingly widespread. However, traditional IoT security measures struggle to cope with increasingly co...
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In this paper, we study the privacy-preserving distributed optimization problem, aiming to prevent attackers from stealing the private information of agents. For this purpose, we propose a novel privacy-preserving alg...
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Traditional approaches to vector similarity search over encrypted data rely on fully homomorphic encryption (FHE) to enable computation without decryption. However, the substantial computational overhead of FHE makes ...
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This paper proposes a modified version of the Blowfish Algorithm using permutation techniques. These techniques are key parts of the F-function of the algorithm. The first modification is in the bit operations while t...
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We present efficient algorithms for computing isogenies between hyperelliptic curves, leveraging higher genus curves to enhance cryptographic protocols in the post-quantum context. Our algorithms reduce the computatio...
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We explore the computational implications of a superposition of spacetimes, a phenomenon hypothesized in quantum gravity theories. This was initiated by Shmueli (2024) where the author introduced the complexity class ...
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Side-channel vulnerabilities pose an increasing threat to cryptographically protected devices. Consequently, it is crucial to observe information leakages through physical parameters such as power consumption and elec...
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