Generalized Monogamy Relations of Concurrence for N-qubit Systems
arXiv:1512.09211 · doi:10.1103/PhysRevA.92.062345
Abstract
We present a new kind of monogamous relations based on concurrence and concurrence of assistance. For -qubit systems , the monogamy relations satisfied by the concurrence of -qubit pure states under the partition and , as well as under the partition and are established, which give rise to a kind of restrictions on the entanglement distribution and trade off among the subsystems.
4 pages
References in corpus (12)
- General Monogamy Inequality for Bipartite Qubit Entanglement
- Concurrence of arbitrary dimensional bipartite quantum states
- Optimal entanglement criterion for mixed quantum states
- Entanglement monogamy relations of qubit systems
- Duality for monogamy of entanglement
- Lower bounds on concurrence and separability conditions
- Optimal entanglement witnesses based on local orthogonal observables
- Separability criteria and bounds for entanglement measures
- Entanglement Monogamy of Tripartite Quantum States
- Generalized W-Class State and its Monogamy Relation
- Observable estimation of entanglement for arbitrary finite-dimensional mixed states
- Measurable entanglement for tripartite quantum pure states of qubits
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- Faithful geometric measures for genuine tripartite entanglement
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- Generalized Entanglement Monogamy and Polygamy Relations for N -Qubit Systems
- Generalised monogamy relation of convex-roof extended negativity in multi-level systems
- Multi-linear Monogamy Relations for Three Qubit States
- Managing the Three-Party Entanglement Challenge
- Trade-off relations of l_1-norm coherence for multipartite systems
- Tighter monogamy and polygamy relations for a superposition of the generalized -class state and vacuum
- Tighter generalized monogamy and polygamy relations for multiqubit systems
- Entanglement and entropy in multipartite systems: a useful approach
- Note on Product-Form Monogamy Relations for Nonlocality and Other Correlation Measures
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- Chirality-assisted enhancement of tripartite entanglement in waveguide QED
- Classification of three-qubit genuine entangled states using concurrence fill
- The polygon relation and subadditivity of entropic measures for discrete and continuous multipartite entanglement
- Entanglement of Assistance as a measure of multiparty entanglement
- Superior monogamy and polygamy relations and estimates of concurrence
- Tighter bounds for generalized monogamy and polygamy relations
- Monogamy and polygamy for multi-qudit generalized -class states based on concurrence of assistance and Tsallis- entanglement of assistance
- Tripartite entanglement and tripartite steering in three-qubit pure states induced by vacuum--one-photon superpositions