General optimization framework for robust and regularized 3D fwi
Stephen Becker, Lior Horesh, et al.
EAGE 2015
In this work, we study the structure and cardinality of maximal sets of commuting and anticommuting Paulis in the setting of the abelian Pauli group. We provide necessary and sufficient conditions for anticommuting sets to be maximal and present an efficient algorithm for generating anticommuting sets of maximum size. As a theoretical tool, we introduce commutativity maps and study properties of maps associated with elements in the cosets with respect to anticommuting minimal generating sets. We also derive expressions for the number of distinct sets of commuting and anticommuting abelian Paulis of a given size.
Stephen Becker, Lior Horesh, et al.
EAGE 2015
Ewout van den Berg, Daniel Brand, et al.
INTERSPEECH 2015
Ewout van den Berg, Sergey Bravyi, et al.
PRResearch
Ewout van den Berg
QCE 2020