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We present a quantum adiabatic algorithm for a set of quantum 2-satisfiability(Q2SAT)problem,which is a generalization of 2-satisfiability(2SAT)problem.For a Q2SAT problem,we construct the Hamiltonian which is similar to that of a Heisenberg chain.All the solutions of the given Q2SAT problem span the subspace of the degenerate ground states.The Hamiltonian is adiabatically evolved so that the system stays in the degenerate subspace.Our numerical results suggest that the time complexity of our algorithm is O(n3.9)for yielding non-trivial solutions for problems with the number of clauses m=dn(n-1)/2(d■0.1).We discuss the advantages of our algorithm over the known quantum and classical algorithms. 相似文献
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随着国土资源管理部门电子化、信息化建设的快速发展,先前建设的多个土地利用数据库,遇上了数据统一管理和共享互通的难题.通过分析这些数据库中的数据组织和存储方式及其特点,提出了一种基于OEM模型和XML的土地利用异构数据库集成的方法,此法可以将各个土地利用系统的异构数据库资源进行整合,并结合实例说明了方法的实用性. 相似文献
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