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We introduce novel efficient and transparent construction of the polynomial commitment scheme. A polynomial commitment scheme allows one side (the prover) to commit to a polynomial of predefined degre...
In this work, we propose the first post-quantum UC-commitment scheme in the Global Random Oracle Model, where only one non-programmable random oracle is available. The security of our proposal is base...
A new unconditionally secure multi-party quantum commitment is proposed in this paperby encoding the committed message to the phase of a quantum state. Multi-party means that there are more than one r...
Adaptive security embodies one of the strongest notions of security that allows an adversary to corrupt parties at any point during protocol execution and gain access to its internal state. Since it m...
Commitment schemes are among cryptography’s most important building blocks. Besides their basic properties, hidingness and bindingness, for many applications it is important that the schemes applied...
It's known that perfectly binding quantum computationally hiding commitment schemes can be constructed from any quantum one-way permutation. Since no quantum one-way permutations are known, it has bee...
In this paper, we propose a new asynchronous primitive called asynchronous weak commitment scheme} (AWCS), which has weaker requirements than AWSS and which is first of its kind. Due to its weaker req...
In this paper, we consider the problem of statistical Asynchronous Verifiable Secret Sharing (AVSS) with optimal resilience, involving n = 3t+1 parties over a completely asynchronous network, who are ...
It is known that composable secure commitments, that is, concurrent non-malleable commitments exist in the plain model, based only on standard assumptions such as the existence of claw-free permutat...
It is known that composable secure commitments, that is, concurrent non-malleable commitments exist in the plain model, based only on standard assumptions such as the existence of claw-free permutat...
Commitment schemes are arguably among the most important and useful primitives in cryp- tography. According to the computational power of receivers, commitments can be classi¯ed into three poss...
the authors give the first mathematical formalization of an unconditionally secure commitment scheme. Their construction has some similarities to one used to build authentication codes, so they raise ...
Checking whether a committed integer lies in a specific interval has many cryptographic applications. In Eurocrypt'98, Chan et al. proposed an instantiation (CFT for short). Based on CFT, Boudot pre...
Checking whether a committed integer lies in a specc interval has many cryptographic applications. In Eurocrypt'98, Chan et al. proposed an instantiation (CFT for short). Based on CFT, Boudot...

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