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We introduce a simple, yet efficient digital signature scheme which offers post-quantum security promise. Our scheme, named TACHYONTACHYON, is based on a novel approach for extending one-time hash-bas...
Given this scheme's algebraic structure it is interesting to systematically explore its variants and generalizations. In particular it might be useful to enhance NS with features such as semantic secu...
Finding the shortest vector of a lattice is one of the most important problems in computational lattice theory. For a random lattice, one can estimate the length of the shortest vector using the Gauss...
In this paper, we present a new class of knapsack type PKC referred to as K(III)$\Sigma$PKC. In a sharp contrast with the conventional knapsack type PKC's, in our proposed scheme, K(III)$\Sigma$PKC, n...
In this paper, we cryptanalyze two knapsack cryptosystems. The first one is proposed by Hwang et al [4], which is based on a new permutation algorithm named Permutation Combination Algorithm. We sh...
In this paper, we present a new lattice-based public-key cryptosystem mixed with a knapsack, which has reasonable key size and quick encryption and decryption. The module strategy in our cryptosyste...
The LLL algorithm is strong algorithm that decrypts the additional type Knapsack cryptosystem. However, the LLL algorithm is not applicable in the addition in the group that rational points of elli...
We construct three public key knapsack cryptosystems. Standard knapsack cryptosystems hide easy instances of the knapsack problem and have been broken. The systems considered in the article face thi...
he realization of the quantum computer will enable to break publickey cryptosystems based on factoring problem and discrete logarithm problem. It is considered that even the quantum computer can not...

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