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Dorit Aharonov
QUBITWIRE 100

Dorit Aharonov

Professor of Computer Science

Hebrew University of Jerusalem

Israel Institute for Advanced Studies, Hebrew University
Israel · work baseIdentification checked 2026-09-19

Photo: Dorit Aharonov portraitGershon Weiserfirer (גרשון וייסנפירר). 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

Aharonov helped establish when noisy quantum computation can scale and showed that adiabatic evolution can reproduce the power of the standard quantum circuit model.

Israel Institute for Advanced Studies, Hebrew UniversityarXivHebrew University research portal / SIAM Journal on Computing

Two obstacles recur in quantum computing: errors threaten long computations, and different hardware approaches need a common theoretical language. Aharonov has contributed foundational results on both. With Michael Ben-Or, she established a threshold result for computation with a constant local error rate. With collaborators, she proved the polynomial equivalence of adiabatic and circuit-based computation. These are mathematical results with explicit models and assumptions, rather than promises about a particular device. They continue to frame how researchers assess scalable architectures and alternative ways to organize a quantum algorithm.

Israel Institute for Advanced Studies, Hebrew UniversityarXivHebrew University research portal / SIAM Journal on Computing

Defining contributions

Work, in context
  1. 2004

    Connecting adiabatic and circuit computation

    Aharonov and coauthors proved that adiabatic quantum computation can efficiently simulate standard quantum computation. The equivalence places a continuously evolving physical model within the same computational framework as quantum circuits, subject to the construction and resource bounds in the paper.

    Coauthored theorem by Dorit Aharonov, Wim van Dam, Julia Kempe, Zeph Landau, Seth Lloyd and Oded Regev.

    Source-supported recordarXiv
  2. 2008

    A threshold for reliable computation

    The full journal paper with Michael Ben-Or establishes fault-tolerant computation below a constant error threshold under its local-noise assumptions, with modest asymptotic overhead. It provides a theoretical reason that increasing computation size need not require error-free elementary operations.

    Joint fault-tolerance theorem by Dorit Aharonov and Michael Ben-Or, within the paper’s noise model.

    Source-supported recordHebrew University research portal / SIAM Journal on Computing

Keep in perspective

The threshold timeline uses the 2008 full journal publication; the work appeared earlier in conference form.

Follow the evidence

3 sources

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

QubitWire editorial · Content edition 2026-09-19.1Independent coverage. Inclusion does not imply endorsement.