![]() ![]() "Topological entanglement entropy in the quantum dimer model on the triangular lattice". Furukawa, Shunsuke Misguich, Grégoire (5 June 2007)."Entanglement Entropy in Fermionic Laughlin States". Further tests at RHIC and EIC, requirements for detector design. 2.Indications from experiment that the link between EE and partondistributions is real. Haque, Masudul Zozulya, Oleksandr Schoutens, Kareljan (6 February 2007). 1.Entanglement entropy (EE) provides a viable solution to the apparent contradiction between the partonmodel and quantum mechanics.S2CID 206329868.Ĭalculations for specific topologically ordered states "Detecting Topological Order in a Ground State Wave Function". ^ Levin, Michael Wen, Xiao-Gang (24 March 2006).^ Kitaev, Alexei Preskill, John (24 March 2006)."Ground state entanglement and geometric entropy in the Kitaev model". ^ Hamma, Alioscia Ionicioiu, Radu Zanardi, Paolo (2005). 1 Introduction An interesting attempt to understand the Bekenstein-Hawking formula of black hole entropy SBH A /4 G, with A the black hole horizon area and G the gravitational constant, is to relate it to the entanglement entropy ( SE) across the black hole horizon 1 5.Z 2 spin-liquid, quantum dimer models on non-bipartite lattices, and Kitaev's toric code state, are characterized γ = log(2). The Z 2 fractionalized states, such as topologically ordered states of The topological entanglement entropy is equal to the logarithm of the total quantum dimension of the quasiparticle excitations of the state.įor example, the simplest fractional quantum Hall states, the Laughlin states at filling fraction 1/ m, have γ = ½log( m). The topological entanglement entropy or topological entropy, usually denoted by γ is the topological entanglement entropy. For the mathematical concept in ergodic theory, see topological entropy. ![]()
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