<--- Back to Details
First PageDocument Content
Quantum information science / Quantum mechanics / Theoretical computer science / Physics / Superdense coding / Qubit / Controlled NOT gate / Bell state / Quantum entanglement / Entanglement-assisted stabilizer formalism / Quantum error correction
Date: 2018-08-26 18:22:47
Quantum information science
Quantum mechanics
Theoretical computer science
Physics
Superdense coding
Qubit
Controlled NOT gate
Bell state
Quantum entanglement
Entanglement-assisted stabilizer formalism
Quantum error correction

Lecture 9: Tues Feb 14: Superdense Coding OK, now on to some new stuff! Superdense Coding is the first protocol we’ll see that requires entanglement. Basic information theory (Shannon) tells us that “by sending bits,

Add to Reading List

Source URL: www.scottaaronson.com

Download Document from Source Website

File Size: 211,93 KB

Share Document on Facebook

Similar Documents

Lecture 27, Thurs April 27: Quantum Error Correction At the end of the last lecture, we discussed some of the difficulties with achieving a quantum speedup using currently available quantum computing devices, like D-Wave

Lecture 27, Thurs April 27: Quantum Error Correction At the end of the last lecture, we discussed some of the difficulties with achieving a quantum speedup using currently available quantum computing devices, like D-Wave

DocID: 1xVv9 - View Document

Quantum Error Correction by Optimal Control  [0mm] —Concepts, Applications, Perspectives—

Quantum Error Correction by Optimal Control [0mm] —Concepts, Applications, Perspectives—

DocID: 1sOhq - View Document

(IN)EQUIVALENCE OF COLOR CODE AND TORIC CODE Aleksander Kubica, B.Yoshida, F. Pastawski  MOTIVATION

(IN)EQUIVALENCE OF COLOR CODE AND TORIC CODE Aleksander Kubica, B.Yoshida, F. Pastawski MOTIVATION

DocID: 1rqtd - View Document

Cavity QED Approaches to Quantum Information Processing and

Cavity QED Approaches to Quantum Information Processing and

DocID: 1rfpY - View Document

Quantum Error Correction for Long-Distance Quantum Communication Institute of Physics, University of Mainz

Quantum Error Correction for Long-Distance Quantum Communication Institute of Physics, University of Mainz

DocID: 1qRsl - View Document