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Reactive Garbling: Foundation, Instantiation, Application

机译:反应性摇摇欲坠:基础,实例化,应用

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Garbled circuits is a cryptographic technique, which has been used among other things for the construction of two and three-party secure computation, private function evaluation and secure out-sourcing. Garbling schemes is a primitive which formalizes the syntax and security properties of garbled circuits. We define a generalization of garbling schemes called reactive garbling schemes. We consider functions and garbled functions taking multiple inputs and giving multiple outputs. Two garbled functions can be linked together: an encoded out-put of one garbled function can be transformed into an encoded input of the other garbled function without communication between the parties. Reactive garbling schemes also allow partial evaluation of garbled functions even when only some of the encoded inputs are provided. It is possible to further evaluate the linked garbled functions when more garbled inputs become available. It is also possible to later garble more functions and link them to the ongoing garbled evaluation. We provide rigorous definitions for reactive garbling schemes. We define a new notion of security for reactive garbling schemes called confidentiality. We provide both simulation based and indistinguishability based notions of security. We also show that the simulation based notion of security implies the indistinguishability based notion of security. We present an instantiation of reactive garbling schemes. We finally present an application of reactive garbling schemes to reactive two-party computation secure against a malicious, static adversary.
机译:乱码的电路是一种加密技术,其中用于建造两个和三方安全计算,私人功能评估和安全外出的东西。饰物方案是一个原始的原始,它正式化乱码电路的语法和安全性。我们定义了称为反应性摇摇欲坠方案的衣物方案的概括。我们考虑使用多个输入并提供多个输出的功能和乱码功能。两个乱码的功能可以联系在一起:可以将一个乱码的功能进行编码输出,可以转换为其他乱码功能的编码输入,而无需各方之间的通信。反应性烘焙方案还允许仅当提供一些编码输入时,即使仅提供一些编码输入,也允许部分评估乱码的功能。当可用更乱的输入时,可以进一步评估连接的乱码功能。还可以将更多的功能稍后,并将其链接到持续的乱码评估。我们为反应性摇型方案提供严格的定义。我们为电动摇摇欲坠的方案定义了一种新的安全概念,称为机密性。我们提供基于模拟和基于无法区分的安全性的安全性。我们还表明,基于仿真的安全概念意味着基于无法区分的安全性。我们介绍了反应性摇型方案的实例化。我们终于展示了反应性摇型方案的应用,以防止对恶意静态对手安全的反应性双方计算。

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