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Σχεδίαση και υλοποίηση ασφαλούς υπηρεσίας με χρήση ελλειπτικής κρυπτογραφίαςΧριστόπουλος, Ρένος-Νεκτάριος 13 October 2013 (has links)
Στην παρούσα διπλωματική υλοποιήθηκε η σχεδίαση και υλοποίηση ασφαλούς υπηρεσίας με χρήση ελλειπτικής κρυπτογραφίας. Τα κρυπτογραφικά συστήματα που βασίζονται στις ελλειπτικές καμπύλες αποτελούν ένα πολύ σημαντικό κομμάτι της κρυπτογραφίας δημόσιου κλειδιού και τα τελευταία χρόνια όλο και περισσότεροι επιστήμονες ασχολούνται με τη μελέτη τους. Το πλεονέκτημα των συστημάτων αυτών σε σχέση με τα συμβατικά κρυπτογραφικά συστήματα είναι ότι χρησιμοποιούν μικρότερες παραμέτρους και κλειδιά, προσφέροντας τα ίδια επίπεδα ασφάλειας. Σχετικά με το πρόβλημα της προστασίας ευαίσθητων δεδομένων σκληρού δίσκου ή άλλου αποθηκευτικού μέσου διευθυνσιοδοτούμενου κατά τομείς (sector-adressed storage media), χρησιμοποιείται η τεχνική της κρυπτογράφησης δίσκου (disk encryption). Ορισμένα από τα υπεύθυνα για την υλοποίηση της κρυπτογράφησης λογισμικά (disk encryption software) χρησιμοποιούν την μέθοδο κρυπτογράφησης σε πραγματικό χρόνο (on-the-fly/real-time encryption). Ο όρος on-the-fly έγκειται στο γεγονός ότι τα αρχεία γίνονται προσβάσιμα αμέσως μόλις προσφερθεί το κλειδί κρυπτογράφησης (encryption key) όλο το διαμέρισμα (volume) «προσαρτάται» (mounted) σαν να ήταν ένας φυσικός δίσκος κάνοντας τα αρχεία να «φαίνονται» αποκρυπτογραφημένα.
Στην πλαίσιο αυτό τοποθετείται ο σκοπός του ερευνητικού μέρους της παρούσας εργασίας, που εντοπίζεται το ερώτημα της προσαρμογής βιβλιοθηκών που υλοποιούν κρυπτογραφία ελλειπτικών καμπυλών σε λογισμικό ικανό να κρυπτογραφεί «on the fly» φακέλους αρχείων και κατ΄ επέκταση σκληρούς δίσκους / -
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Design Methods for CryptanalysisJudge, Lyndon Virginia 24 January 2013 (has links)
Security of cryptographic algorithms relies on the computational difficulty of deriving the secret key using public information. Cryptanalysis, including logical and implementation attacks, plays an important role in allowing the security community to estimate their cost, based on the computational resources of an attacker. Practical implementations of cryptanalytic systems require complex designs that integrate multiple functional components with many parameters.
In this thesis, methodologies are proposed to improve the design process of cryptanalytic systems and reduce the cost of design space exploration required for optimization.
First, Bluespec, a rule-based HDL, is used to increase the abstraction level of hardware design and support efficient design space exploration. Bluespec is applied to implement a hardware-accelerated logical attack on ECC with optimized modular arithmetic components. The language features of Bluespec support exploration and this is demonstrated by applying Bluespec to investigate the speed area tradeoff resulting from various design parameters and demonstrating performance that is competitive with prior work. This work also proposes a testing environment for use in verifying the implementation attack resistance of secure systems. A modular design approach is used to provide separation between the device being tested and the test script, as well as portability, and openness. This yields an open-source solution that supports implementation attack testing independent of the system platform, implementation details, and type of attack under evaluation. The suitability of the proposed test environment for implementation attack vulnerability analysis is demonstrated by applying the environment to perform an implementation attack on AES.
The design of complex cryptanalytic hardware can greatly benefit from better design methodologies and the results presented in this thesis advocate the importance of this aspect. / Master of Science
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A Polymorphic Finite Field MultiplierDas, Saptarsi 06 1900 (has links) (PDF)
Cryptography algorithms like the Advanced Encryption Standard, Elliptic Curve Cryptography algorithms etc are designed using algebraic properties of finite fields. Thus performance of these algorithms depend on performance of the underneath field operations. Moreover, different algorithms use finite fields of widely varying order. In order to cater to these finite fields of different orders in an area efficient manner, it is necessary to design solutions in the form of hardware-consolidations, keeping the performance requirements in mind. Due to their small area occupancy and high utilization, such circuits are less likely to stay idle and therefore are less prone to loss of energy due to leakage power dissipation. There is another class of applications that rely on finite field algebra namely the various error detection and correction techniques. Most of the classical block codes used for detection of bit-error in communications over noisy communication channels apply the algebraic properties of finite fields. Cyclic redundancy check is one such algorithm used for detection of error in data in computer network. Reed-Solomon code is most notable among classical block codes because of its widespread use in storage devices like CD, DVD, HDD etc.
In this work we present the architecture of a polymorphic multiplier for operations over various extensions of GF(2). We evolved the architecture of a textbook shift-and-add multiplier to arrive at the architecture of the polymorphic multiplier through a generalized mathematical formulation. The polymorphic multiplier is capable of morphing itself in runtime to create data-paths for multiplications of various orders. In order to optimally exploit the resources, we also introduced the capability of sub-word parallel execution in the polymorphic multiplier. The synthesis results of an instance of such a polymorphic multipliershowsabout41% savings in area with 21% degradation in maximum operating frequency compared to a collection of dedicated multipliers with equivalent functionality. We introduced the multiplier as an accelerator unit for field operations in the coarse grained runtime reconfigurable platform called REDEFINE. We observed about 40-50% improvement in performance of the AES algorithm and about 52×improvement in performance of Karatsuba-Ofman multiplication algorithm.
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