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Claude Shannon

Mathematics

Claude Shannon was born on 30 April 1916 in Petoskey, Michigan, and died on 24 February 2001 in Medford, Massachusetts. His 1937 MIT master's thesis used Boolean algebra to show that electrical switching circuits could carry out logical operations, laying the theoretical groundwork for digital circuit design and later called one of the most consequential master's theses of the twentieth century. He earned a PhD in mathematics from MIT in 1940 and worked as a research mathematician at Bell Labs from 1941 to 1972. In 1948 he published "A Mathematical Theory of Communication" in the Bell System Technical Journal, founding information theory: a mathematical framework for quantifying information itself, defining the bit as its basic unit and entropy as a measure of a message's uncertainty, and setting the theoretical limits on how far data can be compressed and how reliably it can be sent over a noisy channel. The framework and terminology of that single paper are still used essentially unchanged. Shannon later taught at MIT from 1957 to 1978.

Facts
Birth Year
1916 1
Death Date
2001-02-24 1
Death Year
2001 1
Field
Mathematics and electrical engineering; founder of information theory 1
Death Place
Medford, United States 2
Nationality
United States 2
Notable Work
A Mathematical Theory of Communication 2
Notable Work
A Symbolic Analysis of Relay and Switching Circuits 2
Notable Work
Communication Theory of Secrecy Systems 2
Notable Work
information entropy 2
Notable Work
Noisy-channel coding theorem 2
Notable Work
Nyquist-Shannon sampling theorem 2
Notable Work
Shannon capacity 2
Notable Work
Shannon index 2
Notable Work
Shannon multigraph 2
Notable Work
Shannon number 2
Notable Work
Shannon switching game 2
Notable Work
Shannon-Fano-Elias coding 2
Notable Work
Shannon-Hartley theorem 2
Notable Work
Shannon's expansion 2
Notable Work
Shannon's generalized De Morgan law 2
Notable Work
Shannon's source coding theorem 2
Notable Work
Shannon-Weaver model 2
Notable Work
Whittaker-Shannon interpolation formula 2
Birthplace
Petoskey, United States 2
Field
Field (category)
Mathematics 1
Field (category)
Engineering 1
Connections

Associated With

IEEE Medal of Honor, Institutions

Shannon received the IEEE Medal of Honor in 1966 for his mathematical theory of communication.

Source IEEE Medal of Honor (Wikipedia)

Member Of

Bell Labs, Institutions

Shannon was a research mathematician at Bell Labs from 1941 to 1972, where he wrote "A Mathematical Theory of Communication" (1948).

Source Claude Shannon (Britannica)

Proposed

Source Claude Shannon (Britannica)

Works In

In the Other Atlases

Nationality

Also in Geography Atlas: the nationality of this subject.

Source Claude Shannon (Wikidata)
Sources
1. Claude Shannon (Britannica)
Encyclopaedia BritannicaView the Source
2. Claude Shannon (Wikidata)
  • P27 (country of citizenship): United States
    Q30
  • P20 (place of death): Medford, United States
    Q54145
  • P19 (place of birth): Petoskey, United States
    Q2415663
  • P800 (notable work): A Mathematical Theory of Communication
    Q724029
  • P800 (notable work): A Symbolic Analysis of Relay and Switching Circuits
    Q4003572
  • P800 (notable work): Nyquist-Shannon sampling theorem
    Q679800
  • P800 (notable work): Shannon's source coding theorem
    Q2411312
  • P800 (notable work): Noisy-channel coding theorem
    Q2345282
  • P800 (notable work): Shannon-Hartley theorem
    Q1756194
  • P800 (notable work): Shannon's expansion
    Q2277040
  • P800 (notable work): Shannon's generalized De Morgan law
    Q1615706
  • P800 (notable work): Shannon capacity
    Q17105770
  • P800 (notable work): information entropy
    Q204570
  • P800 (notable work): Shannon index
    Q1474051
  • P800 (notable work): Shannon multigraph
    Q1390132
  • P800 (notable work): Shannon number
    Q1953800
  • P800 (notable work): Shannon switching game
    Q3765011
  • P800 (notable work): Shannon-Fano-Elias coding
    Q7489000
  • P800 (notable work): Shannon-Weaver model
    Q362189
  • P800 (notable work): Whittaker-Shannon interpolation formula
    Q2018853
  • P800 (notable work): Communication Theory of Secrecy Systems
    Q1053345
View the Source
IEEE Medal of Honor (Wikipedia)
WikipediaAssociated With: IEEE Medal of HonorView the Source
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