Results 221 to 230 of about 72,170 (255)
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Hash chains with diminishing ranges for sensors

International Journal of High Performance Computing and Networking, 2004
Sensors and other constrained devices periodically transmit small information packets motivating the study of hash chains with small domains and ranges. Hash chain based protocols use deferred disclosure and it is often assumed their hash functions are one-way, thus essentially unbreakable.
P.G. Bradford, O.V. Gavrylyako
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Improved Scalable Hash Chain Traversal

2003
Yaron Sella recently proposed a scalable version of Jakobsson’s algorithm to traverse a hash chain of size n. Given the hash chain and a computation limit m (k=m+1 and \(b=\sqrt[k]{n}\)), Sella’s algorithm traverses the hash chain using a total of kb memory. We improve the memory usage to k(b-1).
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Self-Updating Hash Chains and Their Implementations

2006
Hash Chains are widely used in various cryptography applications such as one-time passwords, server-supported signatures and micropayments etc. However, the finite length (‘limited-link') of hash chains limits their applications. Some methods of re-initializing hash chains or infinite hash chains introduced in literatures are inefficient and un-smooth.
Haojun Zhang, Yuefei Zhu
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Implementation of RFID Middleware Based on Hash Chain

Applied Mechanics and Materials, 2013
With the development of RFID technology , RFID middleware is gradually being taken seriously.RFID middleware can provide strong support for the RFID system, to make it more widely available. This paper introduces the MD5 and SHA-two kinds of hash algorithm.The design of RFID middleware software implementation based on the Hash link protocol, laid the ...
Jin Sha Yuan, Yue Hu
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Evaluation of Associative Memory Using Parallel Chained Hashing

IEEE Transactions on Computers, 1984
Two parallel hashing algorithms based on open and chained hashing are discussed. The parallel chained hashing algorithm is efficient even in the environment where deletion and insertion frequently occur. The chained hashing memory with fewer memory banks has a performance equivalent to that of the open hashing memory.
null Hiraki, null Nishida, null Shimada
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A Recursive Algorithm for General Hash Chain Traversal

2014 IEEE 17th International Conference on Computational Science and Engineering, 2014
A hash chain is a popular tool for improving the efficiency of several cryptographic applications. In spite of the computation efficiency of one-way function, the performance issue is a challenging research topic for chains with long length in resource-constrained environments.
Yi-Wen Peng, Wei-Mei Chen
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Efficient Sealed-bid Auction using Hash Chain

2001
This paper proposes the first sealed-bid auction method which uses only hash function. We use a hash chain to commit a bidding price. By using the hash chain, we can drastically reduce the time needed for bidding and opening bids. If we use a practical hash function e.g.
Koutarou Suzuki   +2 more
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Efficient Construction of Infinite Length Hash Chains with Perfect Forward Secrecy Using Two Independent Hash Functions

Proceedings of the 11th International Conference on Security and Cryptography, 2014
One-way hash chains have been used to secure many applications over the last three decades. To overcome the fixed length limitation of first generation designs, so-called infinite length hash chains have been introduced. Such designs typically employ methods of asynchronous cryptography or hash based message authentication codes.
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Weighted One-Way Hash Chain and Its Applications

2000
An one-way hash chain generated by the iterative use of a one-way hash function on a secret value has recently been widely employed to develop many practical cryptographic solutions, especially electronic micropayment schemes. In this paper, we propose a new concept called a weighted one-way hash chain. We then proceed to use the new concept to improve
Yen Sung-Ming, Yuliang Zheng
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Scalable Hash Chain Traversal for Mobile Devices

2005
Yaron Sella recently proposed a scalable version of Jakobsson's algorithm to traverse a hash chain of size n. Given the hash chain and a computation limit m (k=m+1 and (b = $\sqrt[k]{n}$)), Sella's algorithm traverses the hash chain using a total of kb memory. We improve the memory usage to k(b–1).
openaire   +1 more source

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