Gerald Goertzel Explained

Gerald Goertzel
Birth Date:18 August 1919
Field:Theoretical Physics
Work Institution:New York University, IBM
Alma Mater:Stevens Institute of Technology
New York University
Thesis Title:Angular correlation of gamma rays
Thesis Url:https://bobcat.library.nyu.edu/permalink/f/ci13eu/nyu_aleph001271509
Thesis Year:1947
Doctoral Advisor:Irving S. Lowen
Known For:Goertzel algorithm
Founder of SAGE Instruments

Gerald Howard Goertzel (18 August 1919 – 17 July 2002) was an American theoretical physicist.[1] He worked on the Manhattan Project for the Nuclear Development Corporation of America[2] and later for Sage Instruments. He was an employee of IBM's Research Division where he worked for 28 years in a variety of areas, including design automation, data compression and digital printing technology. He is best known for creating the Goertzel algorithm.

He graduated with a Bachelor of Science degree in Mechanical Engineering and subsequently gained a Master of Science degree in Physics from the Stevens Institute of Technology. He was awarded a PhD in Theoretical Physics from New York University.

Publications

Patents

Notes and References

  1. https://www.nytimes.com/2002/07/19/classified/paid-notice-deaths-goertzel-dr-gerald.html New York Times, paid death notice
  2. http://www.math.upenn.edu/~wilf/Gerald_Goertzel.html Herbert S. Wilf Article - Gerald Goertzel (1920-2002), As I Knew Him
  3. http://www.edm2.com/0404/orexx.html A Look at OREXX
  4. http://researcher.ibm.com/view_person_subpage.php?id=1112 IBM Research
  5. http://65.54.113.26/Publication/15270061/digital-halftoning-on-the-ibm-4250-printer Digital halftoning on the IBM 4250 Printer
  6. http://65.54.113.26/Author/1129159/gerald-goertzel Gerald Goertzel Publications
  7. https://books.google.com/books?id=KLE8AAAAIAAJ Some mathematical methods of physics
  8. https://books.google.com/books?id=bFap5xfM9e8C A method of solution of the critical mass problem for a thermal pile with slowing down properties independent of position
  9. https://books.google.com/books?id=JSPKJAAACAAJ Angular correlation of gamma rays