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Daniel Loss
QUBITWIRE 100

Daniel Loss

Professor of Theoretical Physics

University of Basel

University of Basel
Switzerland · work baseIdentification checked 2026-09-19

Photo: Swiss theoretical physicist Daniel Loss.jpgRickinasia. CC BY-SA 4.0. Cropped to fit the display frame. Any copyrightable QubitWire adaptation is licensed under CC BY-SA 4.0.

WHY INCLUDED

Co-proposed quantum computing with electron spins in quantum dots and helped develop the theoretical and institutional foundations of semiconductor-spin quantum information processing.

arXiv / Physical Review AarXiv / NanotechnologyUniversity of Basel

Loss helped turn the spin of a confined electron into a detailed proposal for a quantum-computing building block. The shared Loss–DiVincenzo architecture specifies how spins could store information and interact to perform gates, while later work examines the obstacles between that proposal and an operating machine. His Basel research and participation in NCCR SPIN connect the theoretical program to a broader semiconductor-qubit effort. Inclusion recognizes an architectural contribution and sustained research activity, without assigning him every subsequent experimental result in the field.

University of BaselarXiv / Physical Review AarXiv / Nanotechnology

Defining contributions

Work, in context
  1. 1998

    Electron spins as quantum-dot qubits

    With David DiVincenzo, Loss proposed a universal quantum-computing architecture using the spins of single electrons in coupled quantum dots. The gates rely on local spin operations and controlled interactions between neighboring dots. The original paper also analyzes gate quality in the presence of environmental decoherence.

    Joint theoretical proposal by Daniel Loss and David P. DiVincenzo.

    Source-supported recordarXiv / Physical Review A
  2. 2005

    From architecture to implementation requirements

    Loss co-authored a detailed tutorial with Veronica Cerletti, W. A. Coish and Oliver Gywat that examines solid-state spin-computing proposals, experimental progress and unresolved obstacles. Its treatment of the Loss–DiVincenzo approach connects theoretical requirements with experiments needed to make quantum-dot computing work.

    Co-author with Veronica Cerletti, W. A. Coish and Oliver Gywat of the tutorial.

    Source-supported recordarXiv / Nanotechnology
  3. 2020

    A shared program for silicon spin qubits

    The University of Basel records Loss as a founding member and co-director of NCCR SPIN from 2020. This institutional role places his theoretical work within a coordinated research effort on spin qubits in silicon. His university biography also documents his Basel professorship and leadership of its quantum-computing and coherence center.

    Founding member and co-director role recorded by the University of Basel.

    Source-supported recordUniversity of Basel

Keep in perspective

The original quantum-dot architecture is a joint proposal with David DiVincenzo. Later device achievements belong to the teams that report them; a proposal is not itself a demonstration of a working processor.

Follow the evidence

3 sources

Primary papers, institutional records and attributed announcements. Each source supports the claims linked above.

  • University of BaselInstitutional profile

    Prof. Dr. Daniel Loss: CV and Research Interests

    Professor of Theoretical Physics at Basel; institutional address; QC2 directorship and NCCR SPIN founding/co-director role from 2020.

    Checked 2026-09-19
  • arXiv / Physical Review APrimary research

    Quantum Computation with Quantum Dots

    Joint proposal, authorship and quantum-dot spin-gate mechanism.

    Published 1997-01-08 · Checked 2026-09-19
  • arXiv / NanotechnologyPrimary research

    Recipes for spin-based quantum computing

    Tutorial authorship; theoretical and experimental implementation obstacles; journal reference Nanotechnology 16, R27 (2005).

    Published 2004-12-01 · Checked 2026-09-19
QubitWire editorial · Content edition 2026-09-19.1Independent coverage. Inclusion does not imply endorsement.