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• W4288703986 abstract "Identifying entanglement-based order parameters characterizing topological systems, in particular topological superconductors and topological insulators, has remained a major challenge for the physics of quantum matter in the last two decades. Here we show that the end-to-end, long-distance, bipartite squashed entanglement between the edges of a many-body system, defined in terms of the edge-to-edge quantum conditional mutual information, is the natural nonlocal order parameter for topological superconductors in one dimension as well as in quasi one-dimensional geometries. For the Kitaev chain in the entire topological phase, the edge squashed entanglement is quantized to log(2)/2, half the maximal Bell-state entanglement, and vanishes in the trivial phase. Such topological squashed entanglement exhibits the correct scaling at the quantum phase transition, is stable in the presence of interactions, and is robust against disorder and local perturbations. Edge quantum conditional mutual information and edge squashed entanglement defined with respect to different multipartitions discriminate topological superconductors from symmetry breaking magnets, as shown by comparing the fermionic Kitaev chain and the spin-1/2 Ising model in transverse field. For systems featuring multiple topological phases with different numbers of edge modes, like the quasi 1D Kitaev ladder, topological squashed entanglement counts the number of Majorana excitations and distinguishes the different topological phases of the system. In fact, we show that the edge quantum conditional mutual information and the edge squashed entanglement remain valid detectors of topological superconductivity even for systems, like the Kitaev tie with long-range hopping, featuring geometrical frustration and a suppressed bulk-edge correspondence." @default.
• W4288703986 created "2022-07-30" @default.
• W4288703986 creator A5010415641 @default.
• W4288703986 creator A5045910007 @default.
• W4288703986 creator A5083353157 @default.
• W4288703986 date "2022-07-29" @default.
• W4288703986 modified "2023-09-26" @default.
• W4288703986 title "Topological squashed entanglement: Nonlocal order parameter for one-dimensional topological superconductors" @default.
• W4288703986 cites W110583329 @default.
• W4288703986 cites W1528946541 @default.
• W4288703986 cites W1597114179 @default.
• W4288703986 cites W1607037393 @default.
• W4288703986 cites W1624144270 @default.
• W4288703986 cites W1657558194 @default.
• W4288703986 cites W1904914631 @default.
• W4288703986 cites W1922629554 @default.
• W4288703986 cites W1948605327 @default.
• W4288703986 cites W1963584872 @default.
• W4288703986 cites W1965321740 @default.
• W4288703986 cites W1968165454 @default.
• W4288703986 cites W1973972788 @default.
• W4288703986 cites W1978113777 @default.
• W4288703986 cites W1981940647 @default.
• W4288703986 cites W1984874737 @default.
• W4288703986 cites W1992132172 @default.
• W4288703986 cites W1993673172 @default.
• W4288703986 cites W1997278026 @default.
• W4288703986 cites W1999726366 @default.
• W4288703986 cites W2005403970 @default.
• W4288703986 cites W2011346799 @default.
• W4288703986 cites W2012739772 @default.
• W4288703986 cites W2012916800 @default.
• W4288703986 cites W2016900689 @default.
• W4288703986 cites W2019024022 @default.
• W4288703986 cites W2019081513 @default.
• W4288703986 cites W2020332193 @default.
• W4288703986 cites W2023900791 @default.
• W4288703986 cites W2025788267 @default.
• W4288703986 cites W2037922003 @default.
• W4288703986 cites W2042897372 @default.
• W4288703986 cites W2043243214 @default.
• W4288703986 cites W2046439097 @default.
• W4288703986 cites W2054070842 @default.
• W4288703986 cites W2055424520 @default.
• W4288703986 cites W2055519393 @default.
• W4288703986 cites W2065666121 @default.
• W4288703986 cites W2067650803 @default.
• W4288703986 cites W2068507544 @default.
• W4288703986 cites W2071241013 @default.
• W4288703986 cites W2072703702 @default.
• W4288703986 cites W2077040005 @default.
• W4288703986 cites W2077089904 @default.
• W4288703986 cites W2079305833 @default.
• W4288703986 cites W2083025613 @default.
• W4288703986 cites W2085946281 @default.
• W4288703986 cites W2089843538 @default.
• W4288703986 cites W2092583264 @default.
• W4288703986 cites W2092789006 @default.
• W4288703986 cites W2093699506 @default.
• W4288703986 cites W2095285033 @default.
• W4288703986 cites W2113401554 @default.
• W4288703986 cites W2134705177 @default.
• W4288703986 cites W2136522857 @default.
• W4288703986 cites W2139262393 @default.
• W4288703986 cites W2140331670 @default.
• W4288703986 cites W2141130841 @default.
• W4288703986 cites W2171554398 @default.
• W4288703986 cites W2171823766 @default.
• W4288703986 cites W2183109806 @default.
• W4288703986 cites W2271921877 @default.
• W4288703986 cites W2273682834 @default.
• W4288703986 cites W2296610358 @default.
• W4288703986 cites W2516228828 @default.
• W4288703986 cites W2533829791 @default.
• W4288703986 cites W2616577296 @default.
• W4288703986 cites W2618623738 @default.
• W4288703986 cites W2745740700 @default.
• W4288703986 cites W2756071920 @default.
• W4288703986 cites W2767484539 @default.
• W4288703986 cites W2796965764 @default.
• W4288703986 cites W2798813859 @default.
• W4288703986 cites W2886788414 @default.
• W4288703986 cites W2903137169 @default.
• W4288703986 cites W2904966776 @default.
• W4288703986 cites W2906035218 @default.
• W4288703986 cites W2913489363 @default.
• W4288703986 cites W2927702321 @default.
• W4288703986 cites W2932101164 @default.
• W4288703986 cites W2969452631 @default.
• W4288703986 cites W2972496428 @default.
• W4288703986 cites W3013944513 @default.
• W4288703986 cites W3037343974 @default.
• W4288703986 cites W3037659597 @default.
• W4288703986 cites W3037687804 @default.
• W4288703986 cites W3037737784 @default.
• W4288703986 cites W3086655579 @default.
• W4288703986 cites W3094557228 @default.
• W4288703986 cites W3095385295 @default.
• W4288703986 cites W3098154535 @default.
• W4288703986 cites W3098269946 @default.

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