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- W2810542600 abstract "The growth of electronic communication over the last decades and the development of technologies like Radio Frequency Identification RFID (or more general the Internet of Things) has led to a large interest in data security in all kinds of devices. Sending sensitive information over communication channels that are accessible by attackers, e.g. the Internet, or the air in case of radio transmission, requires measures to secure the confidentiality as well as the integrity of the transmitted data. In order to achieve this, cryptographic protocols have been developed and standardized that make use of cryptographic base functions like symmetric or asymmetric encryption, hashing and pseudo-random number generators (PRNGs). Because of the limitations in cost, energy consumption and computational performance for devices like RFID transponders, low-complexity cryptographic functions are of high interest for applications running on these devices. The security of cryptographic functions such as pseudo-random number generators (PRNGs) can usually not be mathematically proven. Instead, statistical properties of the algorithms are commonly evaluated using standardized test batteries on a limited number of output values. Additionally, susceptibility against known attacks can be investigated. This thesis demonstrates that valuable additional information about the properties of the algorithm can be gathered by analyzing the state space structure. Analysis results for di?erent cryptographic primitives including commonly used algorithms as well as recent proposals and chaotic functions are presented.Furthermore, several novel low-complexity approaches are introduced that im-prove the state space structure of such algorithms significantly. The improvementis demonstrated by applying the approaches to different algorithms and presentingthe analysis results. Further evaluation of the modified algorithms is performed bystatistical analysis using the commonly used standardized test batteries." @default.
- W2810542600 created "2018-07-10" @default.
- W2810542600 creator A5042094932 @default.
- W2810542600 date "2017-01-01" @default.
- W2810542600 modified "2023-09-27" @default.
- W2810542600 title "Cryptographic Primitives in RFID Systems" @default.
- W2810542600 hasPublicationYear "2017" @default.
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