Corpus ID: 119093134

Blockchain platform with proof-of-work based on analog Hamiltonian optimisers

  title={Blockchain platform with proof-of-work based on analog Hamiltonian optimisers},
  author={K. Kalinin and N. Berloff},
  journal={arXiv: Quantum Physics},
  • K. Kalinin, N. Berloff
  • Published 2018
  • Mathematics, Physics
  • arXiv: Quantum Physics
  • The development of quantum information platforms such as quantum computers and quantum simulators that will rival classical Turing computations are typically viewed as a threat to secure data transmissions and therefore to crypto-systems and financial markets in general. We propose to use such platforms as a proof-of-work protocol for blockchain technology, which underlies cryptocurrencies providing a way to document the transactions in a permanent decentralised public record and to be further… CONTINUE READING
    10 Citations

    Figures from this paper

    A New Lattice-Based Signature Scheme in Post-Quantum Blockchain Network
    • 20
    • PDF
    Committing to quantum resistance: a slow defence for Bitcoin against a fast quantum computing attack
    • 17
    • PDF
    Proof of Learning (PoLe): Empowering Machine Learning with Consensus Building on Blockchains
    • PDF
    Quantum Blockchain using entanglement in time
    • 25
    • PDF
    Quantum Entanglement in Time
    • PDF
    Global optimization of spin Hamiltonians with gain-dissipative systems
    • 24
    • PDF


    qBitcoin: A Peer-to-Peer Quantum Cash System
    • 16
    • PDF
    Ouroboros: A Provably Secure Proof-of-Stake Blockchain Protocol
    • 687
    • PDF
    Quantum Attacks on Bitcoin, and How to Protect Against Them
    • 61
    • PDF
    Quantum money from knots
    • 64
    • PDF
    Characterizing quantum supremacy in near-term devices
    • 434
    • PDF
    Algorithms for quantum computation: discrete logarithms and factoring
    • P. Shor
    • Mathematics, Computer Science
    • Proceedings 35th Annual Symposium on Foundations of Computer Science
    • 1994
    • 4,822
    • PDF
    Demonstration of a quantum error detection code using a square lattice of four superconducting qubits
    • 336
    • PDF
    What is the Computational Value of Finite Range Tunneling
    • 263
    • PDF
    Quantum annealing with manufactured spins
    • 820
    • PDF