Yehuda Lindell. How to simulate it-a tutorial on the simulation proof technique. In Tutorials on the Foundations of Cryptography, pages 277-346. Springer, 2017.Lindell, Y.: How to simulate it - A tutorial on the simulation proof technique. In: Tutorials on the Foundations of Cryptography., ...
作者: Y Lindell 摘要: One of the most fundamental notions of cryptography is that of simulation. It stands behind the concepts of semantic security, zero knowledge, and security for multiparty computation. However,...DOI: 10.1007/978-3-319-57048-8_6 被引量: 27 ...
When P1 is corrupted: The pre-processing phase does not depend on party's inputs, so it is trivial to simulate the behavior of an honest P2. However, S can obtain P1's commitments to all circuits and wire labels. Hence, it can determine whether each of these circuits is correct. In...
Lindell, "How to simulate it - A tutorial on the simulation proof technique," in ... Y Lindell - Springer International Publishing 被引量: 27发表: 2017年 Step-Mountain Technique Applied to an Atmospheric C-Grid Model, or How to Improve Precipitation near Mountains L. (2007), Step-mountain...
To simulate – consider V and V * as one standalone verifier V’, and use simulator for V’. First, note that in real MIM interaction, right session is sound. (otherwise combine V * and P to prover contradicting standalone soundness) But, since simulator’s output ~ real interaction...
A simulator is an algorithm that tries to simulate the interaction of the adversary with an honest party, without knowing the private input of this honest party. Almost all known simulators use the adversary's algorithm as a black-box. We present the first constructions of non-black-box ...
Algorithm 4: Pseudocode for a dummy RAM machine which simulates pseudorandom addresses to access using the circuits C1, . . . , Cm given in the definition of localized randomness, and then outputs yi. We refer the readers to the full version for the proof. Adaptive Succinct Garbled RAM (...
(evaluator’s) call to the hash function. This is also done in the half gate construction for similar reasons. We denote this in the same way, using a stateful procedure\(\mathsf{nextindex()}\), which increments an internal counter and returns it. For the sake of readability, we leave ...