首页> 外文期刊>Advances in Physics Theories and Applications >Conduction Pathways In Microtubules, Quantum Measurements Without Sums, Spin Networks And Quantum Gravity, Geometry Eigenvalues And The Scalar Product, Microtubules In The Brain As N-Qudit Quantum Hopfield Network,, Anyonic Statistics And Large Horizon Di
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Conduction Pathways In Microtubules, Quantum Measurements Without Sums, Spin Networks And Quantum Gravity, Geometry Eigenvalues And The Scalar Product, Microtubules In The Brain As N-Qudit Quantum Hopfield Network,, Anyonic Statistics And Large Horizon Di

机译:微管中的传导途径,无和,自旋网络和量子引力的量子测量,几何特征值和标量乘积,脑中作为N-Qudit量子Hopfield网络的微管,任意子统计和大视野Di

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Edward Farhi, Jeffrey Goldstone, Sam Gutmann, Michael Sipser give a quantum algorithm for solving instances of (e) the satisfiability problem, based on (e) adiabatic evolution. The evolution of the quantum state is governed by (e&eb)a time-dependent Hamiltonian that interpolates between (e&eb) an initial Hamiltonian, whose ground state is easy to construct, and a final Hamiltonian, whose ground state encodes (e) the satisfying assignment. To ensure that the system evolves to *(e&eb) the desired final ground state, the evolution time must be (eb) big enough.....The full paper: http://www.iiste.org/PDFshare/APTA-PAGENO-423004-427313.pdf.
机译:爱德华·法西(Edward Farhi),杰弗里·戈德斯通(Jeffrey Goldstone),山姆·古特曼(Sam Gutmann),迈克尔·西普瑟(Michael Sipser)给出了一种基于(e)绝热演化来解决(e)可满足性问题实例的量子算法。量子态的演化由(e&eb)随时间变化的哈密顿量控制,该哈密顿量在(e&eb)初始哈密顿量(易于构造的基态)和最终哈密顿量(其基态对(e)令人满意的赋值)之间进行插值。为了确保系统演化为*(e&eb)所需的最终基态,演化时间必须足够大(eb).....全文:http://www.iiste.org/PDFshare/APTA- PAGENO-423004-427313.pdf。

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