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Difference between revisions of "Richard P. Brent"

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| Name=Richard Peirce Brent
 
| Name=Richard Peirce Brent
 
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| Born=April 20, 1946<ref name="Wikidata">[[wikidata:Q93042|Brent's Wikidata item]]</ref>
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| Born=1946-04-20
 
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| Nationality=Australian
 
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| Website=https://maths-people.anu.edu.au/~brent/ Academic website
 
| Website=https://maths-people.anu.edu.au/~brent/ Academic website
 
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'''Richard Peirce Brent''' (born 1946-04-20 in Melbourne<ref name="Wikidata">[[wikidata:Q93042|Brent's Wikidata item]]</ref>) is an Australian mathematician. Among other achievements, he is known for factoring the eighth, tenth, and eleventh [[Fermat number]]s, using both [[Elliptic curve method|ECM]] and a variant of the [[rho factorization method]]. He also invented Brent's cycle-finding algorithm, which improves on Floyd's algorithm and is now the standard cycle-finding algorithm used for the rho method.
'''Richard Peirce Brent''' (born April 20, 1946 in Melbourne)<ref name="Wikidata"/> is an Australian mathematician. Among other achievements, he is known for factoring the eighth, tenth, and eleventh [[Fermat number]]s, using both [[Elliptic curve method|ECM]] and a variant of the [[rho factorization method]]. He also invented Brent's cycle-finding algorithm, which improves on Floyd's algorithm and is now the standard cycle-finding algorithm used for the rho method.
 
  
 
==References==
 
==References==

Latest revision as of 09:22, 26 August 2024

Richard Peirce Brent
Personal data :
Real name : Richard Peirce Brent
Date of birth : 1946-04-20
Nationality : Australian
Wikipedia entry : Richard P. Brent
Web data :
Website : Academic website

Richard Peirce Brent (born 1946-04-20 in Melbourne[1]) is an Australian mathematician. Among other achievements, he is known for factoring the eighth, tenth, and eleventh Fermat numbers, using both ECM and a variant of the rho factorization method. He also invented Brent's cycle-finding algorithm, which improves on Floyd's algorithm and is now the standard cycle-finding algorithm used for the rho method.

References

External links