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{{Short description|French mathematician (1730–1783)}}
'''Étienne Bézout''' ([[31 March]] [[1730]] - [[27 September]] [[1783]]) was a [[French people|French]] [[mathematician]] who was born in [[Nemours]], [[Seine-et-Marne]], [[France]], and died in [[Basses-Loges]] (near [[Fontainebleau]]), France.
{{Infobox scientist
| name = Étienne Bézout
| image = Etienne Bezout2.jpg
| image_size = 200px
| caption =
| birth_date = {{birth date|1730|03|31|df=y}}
| birth_place = [[Nemours]], [[Seine-et-Marne]]
| death_date = {{death date and age|1783|09|27|1730|03|31|df=y}}
| death_place = [[Avon, Seine-et-Marne|Avon]], [[Île-de-France (region)|Île-de-France]]
| nationality = French
| fields = [[Mathematics]]
| workplaces = [[French Academy of Sciences]]
| alma_mater =
| doctoral_advisor =
| doctoral_students =
| known_for = [[Bézout's theorem]]<br/>[[Bézout's identity]]<br/>[[Bézout matrix]]<br/>[[Bézout domain]]
| awards =
| father = Pierre Bézout
| mother = Jeanne-Hélène Filz
}}
'''Étienne Bézout''' ({{IPA|fr|bezu|lang}}; 31 March 1730 27 September 1783) was a [[French people|French]] [[mathematician]] who was born in [[Nemours]], [[Seine-et-Marne]], [[France]], and died in [[Avon, Seine-et-Marne|Avon]] (near [[Fontainebleau]]), France.

==Work==
In 1758 Bézout was elected an adjoint in mechanics of the [[French Academy of Sciences]]. Besides numerous minor works, he wrote a ''Théorie générale des équations algébriques'', published at [[Paris]] in 1779, which in particular contained much new and valuable matter on the [[elimination theory|theory of elimination]] and symmetrical functions of the [[root of an equation|roots of an equation]]: he used [[determinant]]s in a paper in the ''Histoire de l'académie royale'', 1764, but did not treat the general theory.

=== Publications ===
[[File:Bézout, Étienne – Cours de mathématiques, a l'usage du corps de l'artillerie, 1798 – BEIC 12049846.jpg|thumb|''Cours de mathématiques, à l'usage du corps de l'artillerie'', 1798]]

* {{Cite book|title=Cours de mathématiques, a l'usage du corps de l'artillerie|volume=3|publisher=Tilliard|location=Paris|year=1798|language=fr|url=https://gutenberg.beic.it/webclient/DeliveryManager?pid=12049846}}


==Legacy==
[[File:Etienne Bezout.jpg|thumb|right|Étienne Bézout]]
After his death, a statue was erected in his birth town, Nemours, to commemorate his achievements.<ref name="Mac">{{MacTutor Biography|id=Bezout}}</ref>


In 2000, the [[minor planet]] [[Meanings of minor planet names: 17001–18000#285|17285 Bezout]] was named after him.<ref>{{cite web|url=https://minorplanetcenter.net/db_search/show_object?object_id=17285|title=(17285) Bezout|publisher=[[Minor Planet Center]]|website=minorplanetcenter.net| access-date=November 26, 2021}}</ref>
==Work==
In 1758 Bézout was elected an adjoint in mechanics of the [[French Academy of Sciences]].
Besides numerous minor works, wrote a ''Théorie générale des équations algébriques'', published at Paris in 1779, which in particular contained much new and valuable matter on the [[elimination theory|theory of elimination]] and symmetrical functions of the roots of an equation: he used [[determinant]]s in a paper in the ''Histoire de l'académie royale'', 1764, but did not treat of the general theory.


==See also==
==See also==
* [[Polynomial remainder theorem|Little Bézout's theorem]]
* [[Bézout's theorem]]
* [[Bézout's theorem]]
* [[Bézout's identity]]
* [[Bézout's identity]]
Line 14: Line 43:


==References==
==References==
{{Reflist}}
*''The original version of this article was taken from the [[public domain]] [[Rouse History of Mathematics]]''
*''The original version of this article was taken from the [[public domain]] [[Rouse History of Mathematics]]''

==Further reading==
*{{DSB
*{{DSB
|first=Judith
|first=Judith
Line 22: Line 50:
|title=Bezout, Etienne
|title=Bezout, Etienne
|volume=2
|volume=2
|pages=111-114
|pages=111–114
}}
}}


==External links==
==External links==
*{{Commons category inline}}
* {{MacTutor Biography|id=Bezout}}
*{{MathGenealogy |id=142656 }}

{{Authority control}}


{{DEFAULTSORT:Bezout, Etienne}}
{{DEFAULTSORT:Bezout, Etienne}}
[[Category:1730 births]]
[[Category:1730 births]]
[[Category:1783 deaths]]
[[Category:1783 deaths]]
[[Category:People from Seine-et-Marne]]
[[Category:People from Nemours]]
[[Category:French mathematicians]]
[[Category:18th-century French mathematicians]]
[[Category:Number theorists]]
[[Category:Algebraists]]
[[Category:French number theorists]]
[[Category:Members of the French Academy of Sciences]]
[[Category:Members of the French Academy of Sciences]]
[[Category:Burials in Île-de-France]]



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[[ca:Étienne Bézout]]
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[[hy:Էտյեն Բեզու]]
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[[ro:Étienne Bézout]]
[[ru:Безу, Этьенн]]
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[[uk:Етьєн Безу]]
[[zh:艾蒂安·贝祖]]

Latest revision as of 02:46, 21 August 2024

Étienne Bézout
Born(1730-03-31)31 March 1730
Died27 September 1783(1783-09-27) (aged 53)
NationalityFrench
Known forBézout's theorem
Bézout's identity
Bézout matrix
Bézout domain
Parents
  • Pierre Bézout (father)
  • Jeanne-Hélène Filz (mother)
Scientific career
FieldsMathematics
InstitutionsFrench Academy of Sciences

Étienne Bézout (French: [bezu]; 31 March 1730 – 27 September 1783) was a French mathematician who was born in Nemours, Seine-et-Marne, France, and died in Avon (near Fontainebleau), France.

Work

[edit]

In 1758 Bézout was elected an adjoint in mechanics of the French Academy of Sciences. Besides numerous minor works, he wrote a Théorie générale des équations algébriques, published at Paris in 1779, which in particular contained much new and valuable matter on the theory of elimination and symmetrical functions of the roots of an equation: he used determinants in a paper in the Histoire de l'académie royale, 1764, but did not treat the general theory.

Publications

[edit]
Cours de mathématiques, à l'usage du corps de l'artillerie, 1798
  • Cours de mathématiques, a l'usage du corps de l'artillerie (in French). Vol. 3. Paris: Tilliard. 1798.

Legacy

[edit]

After his death, a statue was erected in his birth town, Nemours, to commemorate his achievements.[1]

In 2000, the minor planet 17285 Bezout was named after him.[2]

See also

[edit]

References

[edit]
[edit]