Lecture 28, Tues May 2: Stabilizer Formalism Today we’ll see a beautiful formalism that was originally invented to describe quantum-error correcting codes, but now plays many different roles in quantum computation. Fir

First Page		Document Content
Date: 2018-08-26 18:24:02 Quantum information science Theoretical computer science Quantum mechanics Quantum computing Quantum error correction Quantum logic gate Controlled NOT gate GottesmanKnill theorem Stabilizer code Superdense coding Quantum circuit Quantum teleportation		Lecture 28, Tues May 2: Stabilizer Formalism Today we’ll see a beautiful formalism that was originally invented to describe quantum-error correcting codes, but now plays many different roles in quantum computation. Fir Add to Reading List Source URL: www.scottaaronson.com Download Document from Source Website File Size: 375,10 KB Share Document on Facebook

	(IN)EQUIVALENCE OF COLOR CODE AND TORIC CODE Aleksander Kubica, B.Yoshida, F. Pastawski MOTIVATION DocID: 1rqtd - View Document
	FAULT-TOLERANT LOGICAL GATES IN QUANTUM ERROR-CORRECTING CODES Fernando Pastawski with Beni Yoshida arXiv:soon PRA) QEC 2014, Zurich DocID: 1qBN7 - View Document
	Maximum Likelihood Decoding in the Surface Code Sergey Bravyi IBM Watson Research Center DocID: 1pVvD - View Document
	XS-Stabilizer Xiaotong Ni joint work with Buerschaper, Van den Nest QEC14 DocID: 1pRnD - View Document
	Sparse Quantum Codes from Quantum Circuits Steve Flammia QECDecember 2014 DocID: 1pKde - View Document