Yuming Zhao
Scholar

Yuming Zhao

Google Scholar ID: FQHGa48AAAAJ
QMATH, Department of Mathematical Sciences, University of Copenhagen
Quantum Informationoperator algebra
Citations & Impact
All-time
Citations
55
 
H-index
5
 
i10-index
2
 
Publications
11
 
Co-authors
0
 
Resume (English only)
Academic Achievements
  • - Publications and preprints:
  • - Guess your neighbor's input: Quantum advantage in Feige's game
  • - The NPA hierarchy does not always attain the commuting operator value
  • - A complete and natural rule set for multi-qutrit Clifford circuits
  • - Quantitative quantum soundness for bipartite compiled Bell games via the sequential NPA hierarchy
  • - Lifting the maximally-entangledness assumption in robust self-testing for synchronous games
  • - Robust self-testing for nonlocal games with robust game algebras
  • - Postselection technique for optical QKD with improved de Finetti theorems
  • - Positivity is undecidable in tensor-product of free algebras
  • - Quantum delegation with an off-the-shelf device
  • - An operator-algebraic formulation of self-testing
  • - Talks and presentations: QIP 2026, QPL 2025, Qcrypt 2024, TQC 2024, QIP 2023, etc.
Research Experience
  • - Postdoc, Københavns Universitet, Centre for the Mathematics of Quantum Theory, hosted by Laura Mančinska
  • - Teaching experience: Discrete Mathematics (guest lecturer), Fall 2025 and 2026, University of Copenhagen; MATH 225 Applied Linear Algebra, Spring 2024, UWaterloo
Education
  • - Ph.D., 2024, University of Waterloo, Institute for Quantum Computing and Department of Pure Mathematics, supervised by William Slofstra
  • - Bachelor's degree, 2019, Zhejiang University, Mathematics and Applied Mathematics, supervised by Junde Wu
  • - Undergraduate exchange student, 2017, Rice University
Background
  • Research interests: mathematics of quantum information and computation; professional fields: approximate representation theory, quantum self-testing, delegation of quantum computation, quantum complexity, decidability in operator algebras.
Co-authors
0 total
Co-authors: 0 (list not available)