SQUARE HASH: Fast Message Authenication via Optimized Universal Hash Functions
نویسندگان
چکیده
This paper introduces two new ideas in the construction of fast universal hash functions geared towards the task of message authen-tication. First, we describe a simple but novel family of universal hash functions that is more eecient than many standard constructions. We compare our hash functions to the MMH family studied by Halevi and Krawczyk 12]. All the main techniques used to optimize MMH work on our hash functions as well. Second, we introduce additional techniques for speeding up our constructions; these techniques apply to MMH and may apply to other hash functions. The techniques involve ignoring certain parts of the computation, while still retaining the necessary statistical properties for secure message authentication. Finally, we give implementation results on an ARM processor. Our constructions are general and can be used in any setting where universal hash functions are needed; therefore they may be of independent interest.
منابع مشابه
Square Hash: Fast Message Authentication Via Optimized Universal Hash Functions?
This paper introduces two new ideas in the construction of fast universal hash functions geared towards the task of message authen-tication. First, we describe a simple but novel family of universal hash functions that is more eecient than many standard constructions. We compare our hash functions to the MMH family studied by Halevi and Krawczyk 13]. All the main techniques used to optimize MMH...
متن کاملKeyed Hash Functions
We give a new deenition of keyed hash functions and show its relation with strongly universal hash functions and Cartesian authenti-cation codes. We propose an algorithm for a secure keyed hash function and present preliminary result on its performance. The algorithm can be used for fast (about twice the speed of MD5) and secure message authentication.
متن کاملShort-output universal hash functions and their use in fast and secure message authentication
Message authentication codes usually require the underlining universal hash functions to have a long output so that the probability of successfully forging messages is low enough for cryptographic purposes. To take advantage of fast operation on word-size parameters in modern processors, long-output universal hashing schemes can be securely constructed by concatenating several instances of shor...
متن کاملShort-Output Universal Hash Functions and Their Use in Fast and Secure Data Authentication
Message authentication codes usually require the underlining universal hash functions to have a long output so that the probability of successfully forging messages is low enough for cryptographic purposes. To take advantage of fast operation on word-size parameters in modern processors, long-output universal hashing schemes can be securely constructed by concatenating several different instanc...
متن کاملFast Modular Reduction over Euclidean Rings and Its Application to Universal Hash Functions
In this letter, we propose a fast modular reduction method over Euclidean rings, which is a generalization of Barrett’s reduction algorithm over the ring of integers. As an application, we construct new universal hash function families whose operations are modular arithmetic over a Euclidean ring, which can be any of three rings, the ring of integers, the ring of Gauss integers and the ring of ...
متن کامل