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Hammam Righa
Hammam Righa (حمام ريغة) (ⵃⴻⵎⵎⴰⵎ ⵔⵉⵖⴰ) is a town in northern Algeria. During the period of Roman occupation, Hammam Righa was a Roman colony called Aquae Calidae. It is located at 36.379474 n, 2.395618 e near the railway town of Boumedfaa, and is on the Oued Djer River. The population in 2008 was 8488. and the population density is 369 persons/km². Hammam R'Hira, Algeria Maurice Audin (1932-1957), mathematician, lived here from 1943 to 1946.Michèle Audin Michèle Audin (Algiers, 3 January, 1954) is a French mathematician, writer, and a former professor. She has worked as a professor at the University of Geneva, the University of Paris-Saclay and most recently at the University of Strasbourg, where ..., Une vie brève, Paris, Gallimard, 2013, pp. 49-56. References Communes of Aïn Defla Province Aïn Defla Province {{AïnDefla-geo-stub ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Countries Of The World
The following is a list providing an overview of sovereign states around the world with information on their status and recognition of their sovereignty. The 206 listed states can be divided into three categories based on membership within the United Nations System: 193 member states of the United Nations, UN member states, 2 United Nations General Assembly observers#Present non-member observers, UN General Assembly non-member observer states, and 11 other states. The ''sovereignty dispute'' column indicates states having undisputed sovereignty (188 states, of which there are 187 UN member states and 1 UN General Assembly non-member observer state), states having disputed sovereignty (16 states, of which there are 6 UN member states, 1 UN General Assembly non-member observer state, and 9 de facto states), and states having a political status of the Cook Islands and Niue, special political status (2 states, both in associated state, free association with New Zealand). Compi ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Railway Town
A railway town, or railroad town, is a settlement that originated or was greatly developed because of a railway station or junction at its site. North America During the construction of the First transcontinental railroad in the 1860s, temporary, "Hell on wheels" towns, made mostly of canvas tents, accompanied the Union Pacific Railroad as construction headed west. Most faded away but some became permanent settlements. In the 1870s successive boomtowns sprung up in Kansas, each prospering for a year or two as a railhead, and withering when the rail line extended further west and created a new endpoint for the Chisholm Trail. Becoming rail hubs made Chicago and Los Angeles grow from small towns to large cities. Sayre, Pennsylvania and Atlanta, Georgia were among the American company towns created by railroads in places where no settlement already existed. In western Canada, railway towns became associated with brothels and prostitution, and concerned railway companies started ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Michèle Audin
Michèle Audin (Algiers, 3 January, 1954) is a French mathematician, writer, and a former professor. She has worked as a professor at the University of Geneva, the University of Paris-Saclay and most recently at the University of Strasbourg, where she performed research notably in the area of symplectic geometry. Biography Michéle Audin is the daughter of mathematician Maurice Audin and mathematics teacher , both pied-noirs and political activists. While she was a child, her father died under torture in June 1957 in Algeria, after being arrested by General Jacques Massu's paratroopers. She studied at École normale supérieure de jeunes filles within the École Normale Supérieure and then she earned a Ph.D. degree in 1986 from the University of Paris-Saclay, with a thesis written under the supervision of François Latour, entitled ''Cobordismes d'immersions lagrangiennes et legendriens'' obordisms of Lagrangian and Legendrian immersions She then became a professor at the (IRM ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Maurice Audin
Maurice Audin (14 February 1932 – c. 21 June 1957) was a renowned French mathematics assistant at the University of Algiers, a member of the Algerian Communist Party and an activist in the anticolonialist cause, who died under torture by the French state during the Battle of Algiers. In the centre of Algiers, beside the university, the intersection of streets bearing the names of several other heroes of the Algerian Revolution is called the Place Maurice-Audin. He is also memorialized by the Maurice Audin Prize, sponsored by the Société de Mathématiques Appliquées et Industrielles, the Société Mathématique de France, and others, and granted biennially to an Algerian mathematician working in Algeria and a French mathematician working in France. Family and childhood He is the son of Louis Audin (1900-1977) and Alphonsine Fort (1902-1989), who married in 1923 in Koléa (Algeria); they both came from modest families, he from Lyon workers, she from peasants from the Mitidj ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Oued Djer River
Wadi ( ar, وَادِي, wādī), alternatively ''wād'' ( ar, وَاد), North African Arabic Oued, is the Arabic term traditionally referring to a valley. In some instances, it may refer to a wet (ephemeral) riverbed that contains water only when heavy rain occurs. Etymology The term ' is very widely found in Arabic toponyms. Some Spanish toponyms are derived from Andalusian Arabic where ' was used to mean a permanent river, for example: Guadalcanal from ''wādī al-qanāl'' ( ar, وَادِي الْقَنَال, "river of refreshment stalls"), Guadalajara from ''wādī al-ḥijārah'' ( ar, وَادِي الْحِجَارَة, "river of stones"), or Guadalquivir, from ''al-wādī al-kabīr'' ( ar, اَلْوَادِي الْكَبِير, "the great river"). General morphology and processes Wadis are located on gently sloping, nearly flat parts of deserts; commonly they begin on the distal portions of alluvial fans and extend to inland sabkhas or dry lakes. In basin and ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Barrington Atlas
The ''Barrington Atlas of the Greek and Roman World'' is a large-format English language atlas of ancient Europe, Asia, and North Africa, edited by Richard J. A. Talbert. The time period depicted is roughly from archaic Greek civilization (pre-550 BC) through Late Antiquity (640 AD). The atlas was published by Princeton University Press in 2000. The book was the winner of the 2000 Association of American Publishers Award for Best Professional/Scholarly Multivolume Reference Work in the Humanities. Overview The main (atlas) volume contains 102 color topographic maps, covering territory from the British Isles and the Azores and eastward to Afghanistan and western China. The size of the volume is 33 x 48 cm. A 45-page gazetteer is also included in the atlas volume. The atlas is accompanied by a map-by-map directory on CD-ROM, in PDF format, including a search index. The map-by-map directory is also available in print as a two-volume, 1,500 page edition. According to the e ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
