{"_id":"XMWYLR6HxzfNR8Y5Z","bibbaseid":"chitambar-localquantumtransformationsrequiringinfiniteroundsofclassicalcommunication-2011","authorIDs":["5de52bdacfb25fde010000b9","5def32aae83f7dde010000e7","5df1168a092ae5df010001eb","5df30153bc9e6cde01000063","5df41026d1756cdf01000190","5df4613eb126eade010000ec","5df8cc40877972de0100001c","5dfb7c63c2820bdf010000da","5e039f61745356de0100007e","5e052da4709177de01000152","5e0bcc1894c532f301000120","5e0ff9cc86fd12e801000004","5e1399ee0d0b99de0100000a","5e1f7fb008195af301000095","5e29d108888177df0100007a","5e2d6c99556d50df01000014","5e31ad636be690de010001d4","5e38625dccda85de010004bd","5e40db72614963de0100019e","5e44b7e67759a7df01000017","5e4571c949667cde0100017c","5e520228bba759e80100000a","5e530e0f6d68b8df010000c0","5e54693f88d190df0100016f","5e56730fdf3460df010000d5","5e5eddfbcc2eefde01000019","5e6079679119f0de010000d7","5e667fa4152d6bde01000163","5gLwgyNbpAEqARny9","HDvX6QCMGCXJq7qfC","PqnfcCTDh2C7T9Fs7","SjW6sDcnoPpgkrpdM","W7YG7gy5PpzLKPAwc","XQwubrYRsLJ7iGbRi","h7zdz6e3hSdGiNbGz","no76tmEdThshKt6Qr","o2ejS6RYLpGPuopad","pombtjmJLe3eqeuMN"],"author_short":["Chitambar, E."],"bibdata":{"title":"Local quantum transformations requiring infinite rounds of classical communication","type":"article","year":"2011","pages":"1-5","volume":"107","id":"c9b6b6fd-6395-3aab-9007-c4ad0e6a6e15","created":"2019-12-02T15:18:42.266Z","file_attached":"true","profile_id":"5ed10b2c-e6b8-3ad8-bec0-45bb1010ca06","last_modified":"2021-08-22T04:52:01.247Z","read":"true","starred":false,"authored":"true","confirmed":"true","hidden":false,"private_publication":false,"abstract":"In this Letter, we investigate the number of measurement and communication rounds needed to implement certain tasks by local quantum operations and classical communication (LOCC), a relatively unexplored topic. To demonstrate the possible strong dependence on the round number, we consider the problem of converting three-qubit entanglement into two-qubit form, specifically in the random distillation setting of. We find that the number of LOCC rounds needed for a transformation can depend on the amount of entanglement distilled. In fact, for a wide range of transformations, the required number of rounds is infinite (unbounded). This represents the first concrete example of a task needing an infinite number of rounds to implement. © 2011 American Physical Society.","bibtype":"article","author":"Chitambar, Eric","doi":"10.1103/PhysRevLett.107.190502","journal":"Physical Review Letters","number":"19","bibtex":"@article{\n title = {Local quantum transformations requiring infinite rounds of classical communication},\n type = {article},\n year = {2011},\n pages = {1-5},\n volume = {107},\n id = {c9b6b6fd-6395-3aab-9007-c4ad0e6a6e15},\n created = {2019-12-02T15:18:42.266Z},\n file_attached = {true},\n profile_id = {5ed10b2c-e6b8-3ad8-bec0-45bb1010ca06},\n last_modified = {2021-08-22T04:52:01.247Z},\n read = {true},\n starred = {false},\n authored = {true},\n confirmed = {true},\n hidden = {false},\n private_publication = {false},\n abstract = {In this Letter, we investigate the number of measurement and communication rounds needed to implement certain tasks by local quantum operations and classical communication (LOCC), a relatively unexplored topic. To demonstrate the possible strong dependence on the round number, we consider the problem of converting three-qubit entanglement into two-qubit form, specifically in the random distillation setting of. We find that the number of LOCC rounds needed for a transformation can depend on the amount of entanglement distilled. In fact, for a wide range of transformations, the required number of rounds is infinite (unbounded). This represents the first concrete example of a task needing an infinite number of rounds to implement. © 2011 American Physical Society.},\n bibtype = {article},\n author = {Chitambar, Eric},\n doi = {10.1103/PhysRevLett.107.190502},\n journal = {Physical Review Letters},\n number = {19}\n}","author_short":["Chitambar, E."],"urls":{"Paper":"https://bibbase.org/service/mendeley/5ed10b2c-e6b8-3ad8-bec0-45bb1010ca06/file/2ecd2110-9df6-3493-2088-ddec09a31b12/Chitambar___2011___Local_quantum_transformations_requiring_infinite_rounds_of_classical_communication.pdf.pdf"},"biburl":"https://bibbase.org/service/mendeley/5ed10b2c-e6b8-3ad8-bec0-45bb1010ca06","bibbaseid":"chitambar-localquantumtransformationsrequiringinfiniteroundsofclassicalcommunication-2011","role":"author","metadata":{"authorlinks":{"chitambar, e":"https://quantum-entangled.ece.illinois.edu/publications/"}},"downloads":0},"bibtype":"article","creationDate":"2019-12-02T15:20:58.214Z","downloads":0,"keywords":[],"search_terms":["local","quantum","transformations","requiring","infinite","rounds","classical","communication","chitambar"],"title":"Local quantum transformations requiring infinite rounds of classical communication","year":2011,"biburl":"https://bibbase.org/service/mendeley/5ed10b2c-e6b8-3ad8-bec0-45bb1010ca06","dataSources":["9eser9nRTJ8sJHJ3r","ya2CyA73rpZseyrZ8","2252seNhipfTmjEBQ"]}