Quantum error correction, operator algebra, representation theory

Abstract: We discuss the use of operator algebra techniques and some basic representation theory in constructing and implementing an quantum error correction scheme for the fully correlated channels on $n$-qubits with error operators of the form $W\otimes \cdots \otimes W$, the Kronecker product of $n$ copies of $2\times 2$ (special) unitary matrix $W$.

combinatoricscomplex variablesfunctional analysisgeneral mathematicsgroup theoryK-theory and homologynumber theoryoperator algebrasprobabilityquantum algebrarings and algebrasrepresentation theory

Audience: learners

Comments: The password to the meeting is the order of the symmetric group $S_7$.

GAG seminar

Series comments: Description: Non-specialized research seminar