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Lattice-based revocable (hierarchical) IBE with decryption key exposure resistance

机译:基于格子的可撤销(层次结构)IBE,具有解密键暴露电阻

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摘要

Revocable identity-based encryption (RIBE) is an extension of IBE that supports a key revocation mechanism, which is an indispensable feature for practical cryptographic schemes. Due to this extra feature, RIBE is often required to satisfy a strong security notion unique to the revocation setting called decryption key exposure resistance (DKER). Additionally, hierarchal IBE (HIBE) is another orthogonal extension of IBE that supports key delegation functionalities allowing for scalable deployments of cryptographic schemes. So far, R(H)IBE constructions with DKER are only known from bilinear maps, where all constructions rely heavily on the so-called key re-randomization property to achieve the DKER and/or hierarchal feature. Since lattice-based schemes seem to be inherently ill-fit with the key re-randomization property, no construction of lattice-based R(H)IBE schemes with DKER are known.
机译:基于IVIBE的加密(RIBE)是IBE的扩展,它支持一个密钥撤销机制,这是实际加密方案的不可缺少的功能。 由于这种额外的功能,通常需要RIBE来满足拆卸设置的强大安全概念,称为解密密钥曝光电阻(DKER)。 此外,Hierarchal IBE(HIBE)是IBE的另一个正交扩展,支持密钥委派功能,允许可扩展的加密方案部署。 到目前为止,R(H)与DKER的IBE结构只从Bilinear映射中已知,所有构造都依赖于所谓的键重新随机化属性来实现DKER和/或层次结构。 由于基于格子的方案似乎与关键的重新随机化性质具有本质上不合适,因此没有晶格的R(H)IBE方案与DKER的构造是已知的。

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