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- The 2nd International Symposium on Quantum Computation and Communication (SQCC-N 2019)
The 2nd International Symposium on Quantum Computation and Communication (SQCC-N 2019)
SQCC-N 2019
Categories
- Mechanical Engineering
- Aerospace Engineering
- Engineering
- Space Engineering
- Electrical Engineering
- Chemical Engineering
- Civil Engineering
- Systems Engineering
- Automotive Engineering
- Industrial Engineering
- Mechanics
- Robotics
- Materials, Structures, Manufacturing
- Experiments-Measurements
- Numerical Engineering
- Transportation Engineering
- Coastal Engineering
- Hydro Engineering
- Sport Engineering
- Metallurgical Engineering
- Waste engineering
- Fuel Technology
- Tribotechnology
- Mining Engineering
- Energy Engineering
- Environment
- Nanotechnology
- Engines
- Atmospheric sciences
- Bio Engineering
- Safety and Security
- Marine
- Mechatronics
Date of beginning
Friday, 22 November 2019Duration
3 daysDeadline for abstracts
Tuesday, 22 October 2019City
GuilinCountry
ChinaContact
VivianExpected participants
100Memo
Conference Date: November 22-24， 2019Conference Venue: Guilin, ChinaWebsite: http://www.novevents.org/conference/SQCC-N2019/ Registration:http://www.novevents.org/RegistrationSubmission/default.aspx?ConferenceID=1194 Publication and PresentationPublication: Open Access Journal，please contact us for detailed information.Index: CNKI and Google Scholar Contact UsEmail: This email address is being protected from spambots. You need JavaScript enabled to view it.: +86 15172330844QQ: 3025797047Wechat: 3025797047 Call For PapersCarbon nanotubes and grapheneCavity polaritonsEntanglement and error-correctionEntanglement and non-localityEntanglement swapping, relays and quantum repeatersFault tolerant quantum error correctionFiber based systemsFree space systemsFundamentals of Quantum TheoryIntegrated quantum photonicsMultimode entanglementMulti-party quantum communicationNew applications and protocolsNondeterministic communication complexityOpen quantum systems and entanglementPhotonic quantum systemsQuantum algorithms and complexity