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  1. en.wikipedia.org › wiki › Peter_ShorPeter Shor - Wikipedia

    Peter Williston Shor (born August 14, 1959) is an American professor of applied mathematics at MIT. He is known for his work on quantum computation , in particular for devising Shor's algorithm , a quantum algorithm for factoring exponentially faster than the best currently-known algorithm running on a classical computer.

  2. Peter Shor Contact information Current Course My Fall 2023 course is 18.424. Here is the Course Info page for last year Quantum Computation Lecture Notes Here are my lecture notes from the fall 2022 course on quantum computation, 8.170/18.435.

  3. Peter Shor is a renowned theoretical computer scientist and quantum computing pioneer. He has received numerous awards and honors, including the Gödel Prize, the Dirac Medal, and the Killian Award from MIT.

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  5. Mar 10, 2023 · Peter Shor, the Morss Professor of Applied Mathematics, shares a brief history of quantum computing from a personal viewpoint. He recounts his discovery of Shor's algorithm, which showed how a quantum computer could factorize large numbers, and its impact on cryptography and information science.

  6. Peter Shor Contact information My Home Page Lecture Notes Here are the 2022 Lecture notes. I never got around to writing the notes for Lecture 26 --- I may or may not do that at some point in the future. Lecture 1--- Introduction and History Lecture 2--- The Superposition Principle Lecture 3--- Unitary Evolution and the Bloch Sphere

  7. Sep 22, 2022 · MIT professor Peter Shor is recognized for his groundbreaking work in quantum information, including the Shor's algorithm for factoring large numbers and quantum error correction. He shares the $3 million prize with three other pioneers in the field.

  8. Unextendible Product Bases and Bound Entanglement (Postscript) by David P. Divincenzo, Tal Mor, Peter Shor, John A. Smolin and Barbara M. Terhal (4 pages) This shows how to construct states with bound (non-distillable) entanglement in a simpler manner than Horodecki's original construction of them, by relating them to unextendible product bases.