Template:Use American EnglishTemplate:BLP sources
Lov Kumar Grover (born 1961) is an Indian-American computer scientist. He is the originator of the Grover database search algorithm used in quantum computing.[1] Grover's 1996 algorithm won renown as the second major algorithm proposed for quantum computing (after Shor's 1994 algorithm),[2][3] and in 2017 was finally implemented in a scalable physical quantum system.[4] Grover's algorithm has been the subject of numerous popular science articles.[5][6]
Grover received his bachelor's degree from the Indian Institute of Technology, Delhi in 1981Template:Citation needed and his PhD in Electrical engineering from Stanford University in 1985.[7][8] He then went to Bell Laboratories, where he worked for an assistant professor at Cornell University from 1987 to 1995.Template:Citation needed
Publications
- Grover L.K.: A fast quantum mechanical algorithm for database search, Proceedings, 28th Annual ACM Symposium on the Theory of Computing, (May 1996) p. 212
- Grover L.K.: From Schrödinger's equation to quantum search algorithm, American Journal of Physics, 69(7): 769-777, 2001. Pedagogical review of the algorithm and its history.
- Grover L.K.: Quantum Computing: How the weird logic of the subatomic world could make it possible for machines to calculate millions of times faster than they do today The Sciences, July/August 1999, pp. 24–30.
- What's a Quantum Phone Book?, Lov Grover, Lucent Technologies
References
- ↑ Quantum Leap in Searching. Wired(25 July 2000). Retrieved 19 July 2010.
- ↑ The Wired Guide to Quantum Computing. Wired(2018-08-24). Retrieved 2019-01-22.
- ↑ The Ongoing Battle Between Quantum and Classical Computers. Wired(2018-02-19). Retrieved 2019-01-22.
- ↑ The first quantum search algorithm on a scalable quantum computer has important implications. MIT Technology Review. Retrieved 2019-01-22.
- ↑ Quantum Searching in Your Browser, By. Hackaday(2018-02-07). Retrieved 2019-01-22.
- ↑ Cats, Qubits, and Teleportation: The Spooky World of Quantum Computation Applications (Part 3). InfoQ. Retrieved 2019-01-22.
- ↑ New concepts in free electron lasers. Ph.D. Thesis({Template:Date).
- ↑ Simplified analysis of free-electron lasers using Madey's theorem. IEEE Journal of Quantum Electronics({Template:Date).