Ralph William Gosper Jr.
|Born||April 26, 1943|
|Alma mater||Massachusetts Institute of Technology|
|Occupation||Programmer, Computer scientist, Mathematician|
|Organization||Xerox PARC, Symbolics, Wolfram Research, the Lawrence Livermore Laboratory, Macsyma, Inc.|
|Known for||Gosper curve, Gosper Glider Gun, Gosper's algorithm|
Ralph William Gosper Jr. (born April 26, 1943), known as Bill Gosper, is an American mathematician and programmer. Along with Richard Greenblatt, he may be considered to have founded the hacker community, and he holds a place of pride in the Lisp community. The Gosper curve and the Gosper's algorithm are named after him.
Becoming a hacker
In high school, Gosper was interested in model rockets until one of his friends was injured in a rocketry accident and contracted a fatal brain infection. Gosper enrolled in MIT in 1961, and he received his bachelor's degree in mathematics from MIT in 1965 despite becoming disaffected with the mathematics department because of their anti-computer attitude.
His contributions to computational mathematics include HAKMEM and the MIT Maclisp system. He made major contributions to Macsyma, Project MAC's computer algebra system. Gosper later worked with Symbolics and Macsyma, Inc. on commercial versions of Macsyma.
Conway's Game of Life
This section needs additional citations for verification. (July 2019)
He became intensely interested in the Game of Life shortly after John Horton Conway had proposed it. Conway conjectured the existence of infinitely growing patterns, and offered a reward for an example. Gosper was the first to find such a pattern, the glider gun, and won the prize. Gosper was also the originator of the Hashlife algorithm that can speed up the computation of Life patterns by many orders of magnitude.
Gosper was the first person to realize the possibilities of symbolic computation on a computer as a mathematics research tool, whereas computer methods were previously limited to purely numerical methods. In particular, this research resulted in his work on continued fraction representations of real numbers and Gosper's algorithm for finding closed form hypergeometric identities.
In the continuity of early 20th century examples of space-filling curves—the Koch-Peano curve, Cesàro and Lévy C curve, all special cases of the general de Rham curve—and following the path of Benoit Mandelbrot, Gosper discovered the Peano-Gosper curve, before engaging with variations on the Harter-Heighway dragon. In the late 80s, Gosper independently discovered the Gosper-Lafitte triangle.
- Bill Gosper Archived January 10, 2008, at the Wayback Machine, Vintage Computer Festival. Accessed January 3, 2007.
- Levy, Steven, Hackers: Heroes of the Computer Revolution, (1984)
- Albers, Donald J.; Alexanderson, Gerald L.; Reid, Constance, eds. (1990), "Bill Gosper", More Mathematical People, Harcourt Brace Jovanovich, pp. 100–117.
- Gardner, Martin (2001). The Colossal Book of Mathematics. New York: W. W. Norton. ISBN 0-393-02023-1.
- Rucker, Rudy (2012). Nested Scrolls: The Autobiography of Rudolf Von Bitter Rucker. Macmillan. p. 240. ISBN 978-0-76532753-6.
- Gosper, Bill. "Continued Fraction Arithmetic". Retrieved August 2, 2018.
- Arndt, Jörg; Haenel, Christoph (2006). Pi Unleashed. Springer-Verlag. pp. 104, 206. ISBN 978-3-540-66572-4. English translation by Catriona and David Lischka. Record was in 1985.
- Gosper, Bill. "Plane-Filling Functions vs. Space-Filling Curves". Retrieved November 1, 2019.
- "Distribution of nonempty triangles inside a fractal rep-4-tile". The On-Line Encyclopedia of Integer Sequences. 1995.
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