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Secure Combinatorial Auctions by Dynamic Programming with Polynomial Secret Sharing

机译：利用多项式秘密共享进行动态规划的安全组合拍卖

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Koutarou Suzuki; Makoto Yokoo;
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年度 2002
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1. Polynomial Differential-Based Information-Theoretically Secure Verifiable Secret Sharing [J] . Qassim Al Mahmoud International Journal of Information Technology and Computer Science . 2014,第12期

机译：基于多项式微分的信息理论上可验证的秘密共享
2. AN EFFICIENT AND INFORMATION THEORETICALLY SECURE RATIONAL SECRET SHARING SCHEME BASED ON SYMMETRIC BIVARIATE POLYNOMIALS [J] . CHRISTOPHE TARTARY, HUAXIONG WANG, YUN ZHANG International Journal of Foundations of Computer Science . 2011,第6期

机译：基于对称二项多项式的有效和信息理论安全有理秘密共享方案
3. AN EFFICIENT AND INFORMATION THEORETICALLY SECURE RATIONAL SECRET SHARING SCHEME BASED ON SYMMETRIC BIVARIATE POLYNOMIALS [J] . CHRISTOPHE TARTARY HUAXIONG WANG YUN ZHANG International Journal of Foundations of Computer Science . 2011,第6期

机译：基于对称二项多项式的有效和信息理论安全有理秘密共享方案
4. Secure Combinatorial Auctions by Dynamic Programming with Polynomial Secret Sharing [C] . Koutarou Suzuki, Makoto Yokoo Financial Cryptography . 2003

机译：通过动态编程和多项式秘密共享来保护组合拍卖
5. Privacy Preserving Auctions based on Homomorphic Encryption and Secret Sharing. [D] . Larson, Maya R. 2016

机译：基于同态加密和秘密共享的隐私保护拍卖。
6. Novel Threshold Changeable Secret Sharing Schemes Based on Polynomial Interpolation [O] . Lifeng Yuan, Mingchu Li, Cheng Guo, -1

机译：基于多项式插值的新阈值可变秘密共享方案
7. Secure Multi-agent Dynamic Programming based on Homomorphic Encryption and its Application to Combinatorial Auctions [O] . Makoto Yokoo 2002

机译：基于同态加密的安全多智能体动态规划及其在组合拍卖中的应用

Secure Combinatorial Auctions by Dynamic Programming with Polynomial Secret Sharing

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