Bei Zeng received the B.Sc. degree in physics and mathematics and M.Sc. degree in physics from Tsinghua University, Beijing, China, in 2002 and 2004, respectively. She is currently a Ph.D. candidate in department of physics, Massachusetts Institute of Technology (MIT), Cambridge, Massachusetts, working on quantum information theory, quantum computation, coding theory, foundations of quantum mechanics, and mathematical physics.
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Bei Zeng
Graduate Student
Nonbinary codeword-stabilized quantum codes
2014
Semi-Clifford operations, structure of C k hierarchy, and gate complexity for fault-tolerant quantum computation
2014
Subsystem stabilizer codes cannot have a universal set of transversal gates for even one encoded qudit
2014
Quantum Codes Give Counterexamples to the Unique Preimage Conjecture of the N-Representability Problem
2011
Transversality Versus Universality for Additive Quantum Codes
2011
Tensor product representation of a topological ordered phase: Necessary symmetry conditions
2010
Codeword stabilized quantum codes: Algorithm and structure
2009
Gapped Two-body Hamiltonian Whose Unique Ground State is Universal for One-Way Quantum Computation
2009
Semi-Clifford operations, structure of Ck hierarchy, and gate complexity for fault-tolerant quantum computation
2008
Local Unitary Versus Local Clifford Equivalence of Stabilizer and Graph States
2007
Transversality versus Universality for Additive quantum codes
2006