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Peter W. Shor
QUBITWIRE 100

Peter W. Shor

Professor

Massachusetts Institute of Technology

MIT CSAIL
United States · work baseIdentification checked 2026-09-19

Photo: Peter Shor 2017 Dirac Medal Award Ceremony.pngInternational Centre for Theoretical Physics. CC BY 3.0. Cropped to fit the display frame.

WHY INCLUDED

Showed that quantum algorithms can efficiently factor integers and compute discrete logarithms, and introduced a way to protect stored quantum information against decoherence.

arXiv / SIAM Journal on ComputingPhysical Review A

Shor changed both the motivation for quantum computing and the case that it could be made reliable. His factoring and discrete-logarithm algorithms supplied concrete computational tasks with striking quantum possibilities. His error-correction work then addressed the fragility of the quantum information those algorithms need. These are complementary contributions: one identifies a reason to build a quantum computer, and the other helps explain how imperfect physical components might support dependable quantum computation.

MIT CSAILarXiv / SIAM Journal on ComputingPhysical Review A

Defining contributions

Work, in context
  1. 1994

    Factoring and discrete logarithms in polynomial time

    Shor presented quantum algorithms whose runtime scales polynomially for integer factoring and discrete logarithms. The result concerns an ideal quantum computational model and does not imply that contemporary devices can break deployed cryptographic keys.

    Originator and sole author of the cited factoring and discrete-logarithm paper.

    Source-supported recordarXiv / SIAM Journal on Computing
  2. 1995

    Protecting quantum memory from decoherence

    Shor proposed a quantum error-correcting construction to reduce decoherence in stored quantum information when errors act independently on the constituent qubits. It established a route to preserving quantum states through encoded redundancy.

    Sole author of the cited quantum-memory error-correction proposal.

    Source-supported recordPhysical Review A

Keep in perspective

The algorithmic result is distinct from the hardware and error-correction resources required for a practical cryptanalytic computation.

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.