Propagation of generalized Pauli erros in qudit Clifford circuits

Daniel Miller

Heinrich-Heine-University Duesseldorf

Daniel Miller is a graduate student at HHU Duesseldorf in both physics and mathematics. His bachelor's theses have the titles "Propagation and Correction of Errors in Quantum Circuits" and "Chains of Ideals in Tensor Products of Fields". Daniels academic interests range from theoretical quantum information (Quantum Error Propagation/Correction, Quantum Communication, Quantum Entanglement) to pure mathematics (Algebraic Geometry, Scheme Theory). He is looking forward to do his PhD in some interdisciplinary group where he can combine these two expertises after his master's graduations in late 2019.


Introduction An important question is how quantum protocols perform on noisy devices. If ρ was the output state of an ideal protocol, the noisy output is ρ'=ε(ρ) for some error channel ε.  Based on the so-called... [ view full abstract ]


  1. Daniel Miller (Heinrich-Heine-University Duesseldorf)
  2. Timo Holz (Heinrich-Heine-University Duesseldorf)
  3. Hermann Kampermann (Heinrich-Heine-University Duesseldorf)
  4. Dagmar Bruß (Heinrich-Heine-University Duesseldorf)

Topic Areas

Quantum information processing and computing , Quantum communication


PS1 » Poster Session (13:30 - Wednesday, 5th September, Hall)

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