Security

Advanced Cryptography: Utilizes state-of-the-art cryptographic algorithms to secure transactions and data. Regular updates and audits are conducted to ensure the highest level of security.
Decentralized Consensus: The platform uses a hybrid consensus mechanism combining Proof of Stake (PoS) and Byzantine Fault Tolerance (BFT) to achieve a high level of security and reliability.
- Mathematical Model of Consensus: The probability PPP of a successful consensus in a network with nnn nodes where fff nodes are faulty can be given by: P=1−(fn)2P = 1 - \left( \frac{f}{n} \right)^2P=1−(nf)2
- The consensus time TcT_cTc can be modeled as: Tc=k⋅log⁡(n)T_c = k \cdot \log(n)Tc=k⋅log(n)
where kkk is a constant factor related to network latency.

Last updated 10 months ago

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Advanced Cryptography: Utilizes state-of-the-art cryptographic algorithms to secure transactions and data. Regular updates and audits are conducted to ensure the highest level of security.
Decentralized Consensus: The platform uses a hybrid consensus mechanism combining Proof of Stake (PoS) and Byzantine Fault Tolerance (BFT) to achieve a high level of security and reliability.
- Mathematical Model of Consensus: The probability PPP of a successful consensus in a network with nnn nodes where fff nodes are faulty can be given by: P=1−(fn)2P = 1 - \left( \frac{f}{n} \right)^2P=1−(nf)2
- The consensus time TcT_cTc can be modeled as: Tc=k⋅log⁡(n)T_c = k \cdot \log(n)Tc=k⋅log(n)
where kkk is a constant factor related to network latency.

Last updated 10 months ago

Was this helpful?