Paul Benioff Explained

Paul Benioff
Birth Date:1 May 1930
Birth Place:Pasadena, California, U.S.
Birth Name:Paul Anthony Benioff
Death Place:Downers Grove, Illinois, U.S.
Fields:Theoretical physics
Quantum information science
Education:University of California, Berkeley
Alma Mater:Weizmann Institute
University of California, Berkeley
Argonne National Laboratories
Niels Bohr Institute
CNRS
Tel Aviv University

Paul Anthony Benioff[1] (May 1, 1930 – March 29, 2022) was an American physicist who helped pioneer the field of quantum computing. Benioff was best known for his research in quantum information theory during the 1970s and 80s that demonstrated the theoretical possibility of quantum computers by describing the first quantum mechanical model of a computer. In this work, Benioff showed that a computer could operate under the laws of quantum mechanics by describing a Schrödinger equation description of Turing machines. Benioff's body of work in quantum information theory encompassed quantum computers, quantum robots, and the relationship between foundations in logic, math, and physics.

Early life and education

Benioff was born on May 1, 1930, in Pasadena, California.[2] His father, Hugo Benioff, was a professor of seismology at the California Institute of Technology, and his mother, Alice Pauline Silverman, received a master's degree in English from the University of California, Berkeley.

Benioff also attended Berkeley, where he earned an undergraduate degree in botany in 1951. After a two-year stint working in nuclear chemistry for Tracerlab, he returned to Berkeley. In 1959, he obtained his PhD in nuclear chemistry.

Career and later life

In 1960, Benioff spent a year at the Weizmann Institute of Science in Israel as a postdoctoral fellow. He then spent six months at the Niels Bohr Institute in Copenhagen as a Ford Fellow. In 1961, he began a long career at Argonne National Laboratory, first with its Chemistry Division and later in 1978 in the lab's Environmental Impact Division. Benioff remained at Argonne until he retired in 1995. He continued to conduct research at the laboratory as a post-retirement emeritus scientist for the Physics Division until his death in 2022, survived by his wife of 62 years, Hanna (née Hannelore Leshner) and their three children. Chicago Tribune, April 3, 2022.

In addition, Benioff taught the foundations of quantum mechanics as a visiting professor at Tel Aviv University in 1979, and he worked as a visiting scientist at CNRS Marseilles in 1979 and 1982.

Research

Quantum Computing

In the 1970s, Benioff began to research the theoretical feasibility of quantum computing. His early research culminated in a paper,[3] published in 1980, that described a quantum mechanical model of Turing machines. This work was based on a classical description in 1973 of reversible Turing machines by physicist Charles H. Bennett.[4]

Benioff's model of a quantum computer was reversible and did not dissipate energy.[5]  At the time, there were several papers arguing that the creation of a reversible model of quantum computing was impossible. Benioff's paper was the first to show that reversible quantum computing was theoretically possible, which in turn showed the possibility of quantum computing in general. This work, along with later work by several other authors (including David Deutsch, Richard Feynman, and Peter Shor), initiated the field of quantum computing.

In a paper published in 1982,[6] Benioff further developed his original model of quantum mechanical Turing machines. This work put quantum computers on a solid theoretical foundation. Richard Feynman then produced a universal quantum simulator.[7] Building on the work of Benioff and Feynman, Deutsch proposed that quantum mechanics can be used to solve computational problems faster than classical computers, and in 1994, Shor described a factoring algorithm that is considered to have an exponential speedup over classical computers.[8]

After Benioff and his peers in the field published several more papers on quantum computers, the idea began to gain traction with industry, banking, and government agencies. The field is now a fast-growing area of research that could have applications in cybersecurity, cryptography, quantum system modeling and more.

Further Research

Throughout his career at Argonne, Benioff conducted research in many fields, including mathematics, physics and chemistry. While in the Chemistry Division, he conducted research on nuclear reaction theory, as well as the relationship between the foundations of physics and mathematics.

After joining Argonne's Environmental Impact Division in 1978, Benioff continued work on quantum computing and on foundational issues. This included descriptions of quantum robots, quantum mechanical models of different types of numbers, and other topics. Later in his career he studied the effects of number scaling and local mathematics on physics and geometry. As an emeritus, he continued to work on these and other foundational topics.

Awards and recognition

In 2000, Benioff received the Quantum Communication Award of the International Organization for Quantum Communication, Computing, and Measurement, as well as the Quantum Computing and Communication Prize from Tamagawa University in Japan. He became a fellow of the American Physical Society in 2001.[9] The following year, he was awarded the Special University of Chicago Medal for Distinguished Performance at Argonne National Laboratory. In 2016, Argonne held a conference in honor of his quantum computing work.

Selected scientific works

External links

Notes and References

  1. Date of birth and career information from American Men and Women of Science, Thomson Gale 2004
  2. Date of birth and career information from American Men and Women of Science, Thomson Gale 2004
  3. "The Computer as a Physical System: A Microscopic Quantum Mechanical Hamiltonian Model of Computers as Represented by Turing Machines", Paul Benioff, Journal of Statistical Physics, 22, 563, 1980.
  4. "Logical reversibility of computation", C. H. Bennett, IBM Journal of Research and Development, Vol. 17, 525, (1973).
  5. "Quantum Mechanical Models of Turing Machines That Dissipate No Energy", Paul Benioff, Physical Review Letters, 48, 1581 (1982).
  6. "Quantum mechanical hamiltonian models of turing machines", Paul Benioff, Journal of Statistical Physics, Vol. 29, 515-546, 1982.
  7. Feynman . Richard . Richard Feynman . Simulating Physics with Computers . International Journal of Theoretical Physics . 21 . 467–488 . 1982 . 10.1007/BF02650179 . 1982IJTP...21..467F . 6–7 . 10.1.1.45.9310. 124545445 .
  8. Book: Shor, P.W.. Proceedings 35th Annual Symposium on Foundations of Computer Science . Algorithms for quantum computation: Discrete logarithms and factoring . 124–134. IEEE Comput. Soc. Press. 10.1109/sfcs.1994.365700. 0818665807. 1994. 15291489.
  9. Web site: APS Fellow Archive. APS. 17 September 2020.
  10. Contribution to a 1981 MIT conference concerning quantum computing

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