Joseph Valentin Boussinesq

Summary

Joseph Valentin Boussinesq is a human^[1]. His place of birth was Saint-André-de-Sangonis^[2]. He was born on March 13, 1842^[3]. He died in Paris^[4]. He died on February 19, 1929^[5]. He worked as a mathematician^[6], physicist^[7], school teacher^[8], university teacher^[9], and hydraulic engineer^[10]. He has Wikipedia articles in 14 language editions, a strong signal of global cultural recognition.^[11]

Key Facts

• Joseph Valentin Boussinesq was born in Saint-André-de-Sangonis^[2].
• Joseph Valentin Boussinesq passed away in Paris^[4].
• Joseph Valentin Boussinesq was born on March 13, 1842^[3].
• Joseph Valentin Boussinesq died on February 19, 1929^[5].
• Joseph Valentin Boussinesq held citizenship in France^[12].
• Joseph Valentin Boussinesq worked as a mathematician^[6].
• Joseph Valentin Boussinesq's professions included physicist^[7].
• Joseph Valentin Boussinesq worked as a school teacher^[8].
• Joseph Valentin Boussinesq's professions included university teacher^[9].
• Joseph Valentin Boussinesq's professions included hydraulic engineer^[10].
• Joseph Valentin Boussinesq's field of work was mathematics^[13].
• Joseph Valentin Boussinesq's field of work was physics^[14].
• Joseph Valentin Boussinesq was employed by Institut industriel du Nord^[15].
• Among Joseph Valentin Boussinesq's employers was University of Lille^[16].
• Among Joseph Valentin Boussinesq's employers was University of Paris^[17].
• Joseph Valentin Boussinesq was educated at Science Faculty of Paris^[18].
• Joseph Valentin Boussinesq's education included a stint at University of Montpellier^[19].
• Joseph Valentin Boussinesq's doctoral advisor was Adhémar Jean Claude Barré de Saint-Venant^[20].
• A notable work attributed to Joseph Valentin Boussinesq is Boussinesq approximation^[21].
• A notable work attributed to Joseph Valentin Boussinesq is Boussinesq approximation^[22].
• A notable work attributed to Joseph Valentin Boussinesq is Boussinesq number^[23].
• A notable work attributed to Joseph Valentin Boussinesq is Basset–Boussinesq–Oseen equation^[24].
• Joseph Valentin Boussinesq received the Officer of the Legion of Honour^[25].
• Joseph Valentin Boussinesq received the Poncelet Prize^[26].
• Joseph Valentin Boussinesq received the Knight of the Legion of Honour^[27].

Body

Origins and Family

Joseph Valentin Boussinesq was born in Saint-André-de-Sangonis^[2]. He was born on March 13, 1842^[3].

Education

Educated at Science Faculty of Paris^[18], a faculty^[28], in France^[29], founded in 1811^[30] and University of Montpellier^[19], an Experimental Public Establishment (France)^[31], in France^[32], founded in 1220^[33], headquartered in Montpellier^[34]. Joseph Valentin Boussinesq's doctoral advisor was Adhémar Jean Claude Barré de Saint-Venant^[20].

Career and Affiliations

Recorded occupations include mathematician^[6], physicist^[7], school teacher^[8], university teacher^[9], and hydraulic engineer^[10]. Fields of work include mathematics^[13], an academic discipline^[35] and physics^[14], a branch of science^[36]. Employers include Institut industriel du Nord^[15], an institute of technology^[37], in France^[38], founded in 1872^[39], headquartered in Rue du Lombard^[40]; University of Lille^[16], a public research university^[41], in France^[42], founded in 1559^[43], headquartered in Lille^[44]; and University of Paris^[17], a former entity^[45], in France^[46], founded in 1150^[47], headquartered in Paris^[48]. Doctoral students include André Charrueau^[49]; François Nau^[50], a mathematician^[51], 1864–1931^[52], of France^[53], awarded the Bordin Prize^[54]; and Maurice Paschoud^[55], a politician^[56], 1882–1955^[57], of Switzerland^[58], awarded the Honorary doctor of the University of Lausanne^[59].

Works and Contributions

Notable works include Boussinesq approximation^[21], a partial differential equation^[60]; Boussinesq number^[23], a mathematical concept^[61]; and Basset–Boussinesq–Oseen equation^[24], a physical theory^[62]. Things named for Joseph Valentin Boussinesq include Boussinesq approximation^[63], an approximation^[64] and Boussinesq number^[65], a mathematical concept^[66].

Recognition

Awards received include Officer of the Legion of Honour^[25], a grade of an order^[67], in France^[68]; Poncelet Prize^[26], an award^[69], in France^[70], founded in 1868^[71]; and Knight of the Legion of Honour^[27], a grade of an order^[72], in France^[73].

Death and Burial

Joseph Valentin Boussinesq died on February 19, 1929^[5]. He passed away in Paris^[4].

Why It Matters

Joseph Valentin Boussinesq has Wikipedia articles in 14 language editions, a strong signal of global cultural recognition.^[11] He is known by 20 alternative names across languages and contexts.^[74]

He is credited with the discovery of Korteweg–De Vries equation^[75], a mathematical concept^[76]. Entities named for him include Boussinesq approximation^[63], an approximation^[64] and Boussinesq number^[65], a mathematical concept^[66].

His notable doctoral advisees include François Nau^[77], a mathematician^[78], 1864–1931^[79], of France^[80], awarded the Bordin Prize^[81].

FAQs

Where was Joseph Valentin Boussinesq born?

Joseph Valentin Boussinesq was born in Saint-André-de-Sangonis^[2].

Where did Joseph Valentin Boussinesq die?

Joseph Valentin Boussinesq died in Paris^[4].

What did Joseph Valentin Boussinesq do for work?

Joseph Valentin Boussinesq worked as mathematician^[6], physicist^[7], school teacher^[8], university teacher^[9], and hydraulic engineer^[10].

Where did Joseph Valentin Boussinesq go to school?

Joseph Valentin Boussinesq was educated at Science Faculty of Paris^[18] and University of Montpellier^[19].

What awards did Joseph Valentin Boussinesq receive?

Honors received include Officer of the Legion of Honour^[25], Poncelet Prize^[26], and Knight of the Legion of Honour^[27].

What did Joseph Valentin Boussinesq discover?

Joseph Valentin Boussinesq is credited as discoverer of Korteweg–De Vries equation^[75].