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A Multivariate Public Key Cryptographic Scheme 被引量:5
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作者 YUAN Feng SUN Ying +2 位作者 JIANG Jijun ZHAO Shangwei XU Shengwei 《China Communications》 SCIE CSCD 2014年第12期120-124,共5页
This paper presents a multivariate public key cryptographic scheme over a finite field with odd prime characteristic.The idea of embedding and layering is manifested in its construction.The security of the scheme is a... This paper presents a multivariate public key cryptographic scheme over a finite field with odd prime characteristic.The idea of embedding and layering is manifested in its construction.The security of the scheme is analyzed in detail,and this paper indicates that the scheme can withstand the up to date differential cryptanalysis.We give heuristic arguments to show that this scheme resists all known attacks. 展开更多
关键词 public key cryptography polynomials multivariate finite field
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New Public-Key Cryptosystem Based on the Morphism of Polynomials Problem 被引量:1
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作者 Houzhen Wang Huanguo Zhang +2 位作者 Shaowu Mao Wanqing Wu Liqiang Zhang 《Tsinghua Science and Technology》 SCIE EI CAS CSCD 2016年第3期302-311,共10页
During the last two decades, there has been intensive and fast development in Multivariate Public Key Cryptography (MPKC), which is considered to be an important candidate for post-quantum cryptography. However, it ... During the last two decades, there has been intensive and fast development in Multivariate Public Key Cryptography (MPKC), which is considered to be an important candidate for post-quantum cryptography. However, it is universally regarded as a difficult task, as in the Knapsack cryptosystems, to design a secure MPKC scheme (especially an encryption scheme) employing the existing trapdoor construction. In this paper, we propose a new key-exchange scheme and an MPKC scheme based on the Morphism of Polynomials (MP) problem. The security of the proposed schemes is provably reducible to the conjectured intractability of a new difficult problem, namely the Decisional Multivariate Diffie-Hellman (DMDH) problem derived from the MP problem. The proposed key agreement is one of several non-number-theory-based protocols, and is a candidate for use in the post-quantum era. More importantly, by slightly modifying the protocol, we offer an original approach to designing a secure MPKC scheme. Furthermore, the proposed encryption scheme achieves a good tradeoff between security and efficiency, and seems competitive with traditional MPKC schemes. 展开更多
关键词 public key cryptosystem key exchange multivariate public key cryptography (MPKC) Morphism ofPolynomials (MP) problem
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New Multivariate-Based Certificateless Hybrid Signcryption Scheme for Multi-Recipient 被引量:2
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作者 HAN Yiliang YUE Zelun +1 位作者 FANG Dingyi YANG Xiaoyuan 《Wuhan University Journal of Natural Sciences》 CAS 2014年第5期433-440,共8页
With the development of quantum computer, multivariate public key cryptography withstanding quantum attack has became one of the research focus. The existed signcryption schemes from discrete logarithm and bilinear pa... With the development of quantum computer, multivariate public key cryptography withstanding quantum attack has became one of the research focus. The existed signcryption schemes from discrete logarithm and bilinear paring are facing the serious threats. Based on multivariate public key cryptography, a new certificateless multi-receiver hybrid signcryption scheme has been proposed. The proposal reduced the cipher text and could handle arbitrary length messages by employing randomness reusing and hybrid encryption, as well as keeping security. In the random oracle model, the scheme's confidentiality could withstand the IND-CCA2 adversary and its unforgeability could withstand the UF-CMA adversary under the hardness of multivariat quadratic (MQ) problem and isomorphism of polynomials (IP) assumption. It has less computation overhead and higher transmission efficiency than others. It reduced 33% cipher data compared with the existed similar scheme. 展开更多
关键词 multivariate public key cryptography certificateless hybrid signcryption multi-receiver post-quantum cryptography
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