
Richard Hamming
Richard Wesley Hamming was an American mathematician whose work had many implications for computer engineering and telecommunications. His contributions include the Hamming code, the Hamming window, Hamming numbers, sphere-packing, Hamming graph concepts, and the Hamming distance.
Career Journey
Background
- Born in
- Chicago
- Educated at
- University of ChicagoUniversity of Illinois Urbana–ChampaignUniversity of Nebraska–LincolnCrane High School
- Awards
- 🏆 IEEE Fellow🏆 Turing Award
- Doctoral Advisors
- 🎓 Waldemar Joseph Trjitzinsky
- Doctoral Students
- 📖 Martin Mandelberg
Trending & Selected Quotes
Trending topics shown first"Transmission through space is the same as transmission through time ."
"We are mainly interested in the processes... not... in presenting mathematics in its most abstract form. ...we will often begin with concrete forms and then exhibit the process of abstraction."
"The more complex the designed system the more field maintenance must be central to the final design. Only when field maintenance is part of the original design can it be safely controlled... This appl…"
"You ought to try to make significant contributions to humanity rather than just get along through life comfortably... the life of trying to achieve excellence in some area is in itself a worthy goal..…"
"I noticed the following facts about people who work with the door open or the door closed. I notice that if you have the door to your office closed, you get more work done today and tomorrow, and you …"
"Much of present science rests on engineering tools, and as time goes on, engineering seems to involve more and more of the science part. ...the two fields are growing together! ...and now there is not…"
Works & Publications
No works or publications documented yet.
Timeline
1915
Born
Birth1998
Died
Death
Influenced By
Thinkers whose ideas shaped Richard's philosophy

Influenced
Thinkers whose work was shaped by Richard's ideas
Source Attribution
Information about Richard Hamming is sourced from curated knowledge bases and cross-referenced for accuracy. Influence relationships are scored by thematic overlap and historical plausibility.
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