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A commitment scheme allows a committer to create a commitment to a secret value, and later may open and reveal the secret value in a verifiable manner. In the common reference string model, commitment...
We propose a generic framework for perfectly hiding UC-Commitment schemes in the Global Random Oracle model of Canetti \textit{el at.} (CCS 14). The main building block of our construction is a novel ...
We define a new UC functionality (DL-extractable commitment scheme) that allows committer to open a commitment to a group element gxgx; however, the simulator will be able to extract its discrete loga...
We propose a construction of functional commitment (FC) for linear functions based on constant-size assumptions in composite order groups endowed with a bilinear map. The construction has commitments ...
In 2011, Lindell proposed an efficient commitment scheme, with a non-interactive opening algorithm, in the Universal Composability (UC) framework. He recently acknowledged a bug in its security analy...
Zero-knowledge protocols are often studied through specific problems, like GRAPH-ISOMORPHISM. In many cases this approach prevents an important level of abstraction and leads to limited results, whe...
Zero-knowledge protocols are often studied through specific problems, like GRAPH-ISOMORPHISM. In many cases this approach prevents an important level of abstraction and leads to limited results, whe...
Crisp Commitment schemes are very useful building blocks in the design of high-level cryptographic protocols. They are used as a mean of flipping fair coins between two players and others. In this p...
Existing commitment schemes were addressed under the classic two-party scenario. However, popularity of the secure multi-party computation in today's lush network commu- nication is motivating us to...
We consider non-malleable (NM) and universally composable (UC) commitment schemes in the common reference string (CRS) model. We show how to construct non-interactive NM commitments that re- main n...

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