Encyclopedia: RIE...
Encyclopedia : R : RI : RIE (268 articles)
Rie-Do
Rie-Do ("Universal Way") is a martial art, sport, and philosophy based on the blending of hard and soft martial arts. Rie-Do was developed from Judo, Jujutsu and Tae Kwon Do. It was founded by James Schuh in 1993 as an offshoot of his traditional Tae Kwon Do classes in Neillsville, Wisconsin. Stu..
Riebeckite
Riebeckite is a sodium-rich member of the amphibole group of minerals, chemical formula Na2(Fe,Mg)5Si8O22(OH)2. It crystallizes in the monoclinic system, usually as long prismatic crystals showing a diamond-shaped cross section, but also in fibrous, bladed, acicular, columnar, and radiating forms. I..
Riedel
Riedel is a manufacturer of high-quality crystal wine glasses and related crystal products based in Kufstein, Austria. Riedel is the originator of the concept of having many different glasses with characteristics designed to enhance specific types of wines. These range from the short, narrow-mouthe..
Riedel (crater)
Crater characteristics Coordinates ..
Riedenburg
Riedenburg is a town in the district of Kelheim, in Bavaria, Germany. It is situated on the river Altmühl, 16 km northwest of Kelheim and 29 km northeast of Ingolstadt. ..
Rieder
Map Statistics State: Lower Saxony Region: Magdeburg District: Quedlinburg Area: 21.47 km² Population: 2,076 (31 December 2002) Population density: 96/km² Elevation: m Postal code: 06507 Area/distance code: Location: /°' N lat. /°' W long...
Riederalp
The mid-mountain resort of Riederalp sits on a sunny, south-facing terrace below the 23-kilometre long Aletsch Glacier - Europe's largest, in the south of Switzerland. Beginners and intermediate skiers have the bulk of the 30kms of pistes, while expert skiers and snowboarders have a choice of off-pi..
Riedering
Riedering is a small suburb of Rosenheim, located at [47°50′15″N, 12°12′15″E], about 15 minutes out of Rosenheim. Riedering has its own bakehouse, chemist, hotel/motel and 2 banks. ..
Riederloh
Name of two camps providing forced laborers to the gunpowder and ammunition facilitiy of Dynamit AG (DAG) in Kaufbeuren (Bavaria, approx. 80 km to the South-West of Munich) in Nazi Germany. the camps were named "Riederloh" and "Riederloh II" respectively. Contents 1 Riederloh2 Riederlo..
Riederwald (Frankfurt am Main)
Data Area: 3.660 km² Population: 4,932 Population density: 1,348 people per km² Postal code 60386 Telephone area code: 069 Incorporation Area district: Ost City districts: 262 - Riederwald [Website] Riederwald is a district or Stadtteil of Frankfurt..
Riedesel
Riedesel is a German family name that began to appear in legal documents and tournament (jousting) lists in the late 1100s and early 1200s. They were of the knightly class, though not all had the official status of Ritter or knight. Its exact geographical and temporaral origins are uncertain. Howeve..
Riedlingen
Riedlingen is a town in the district (Kreis) of Biberach, Baden-Württemberg, in the south-west of Germany. It is situated on the Danube. It has about 10,000 inhabitants and is 750 years old. left This year (2005) there are a lot of parties because Riedlingen has its 750th birthday. In Riedlin..
Riedlingsdorf
Statistics Country: Austria State: Burgenland District (Bezirk): Oberwart Inhabitants: 1,633 (2001) Postal Code: 7422 Homepage: - Riedlingsdorf is a commune in Burgenland in the district Oberwart in Austria with 1,633 inhabitants. The Hungarian name of the commune is Rödöny. ..
Riedstadt
Riedstadt is a municipality in the district of Groß-Gerau, in Hesse, Germany. It is situated approx. 12 km southwest of Darmstadt. ..
Ried im Innkreis
Ried im Innkreis is a town in the province of Upper Austria (Oberösterreich) in Austria with a 2001 population of 11.434. It is the capital city of the district (Bezirk) also called Ried im Innkreis. Since 1994 the major of Ried im Innkreis is Albert Ortig. The town is the administrative centre ..
Ried im Innkreis (district)
Bezirk Ried im Innkreis is a district of the state of Upper Austria in Austria. Municipalities Towns (Städte) are indicated in boldface; market towns (Marktgemeinden) in italics; suburbs, hamlets and other subdivisions of a municipality are indicated in small characters. AndrichsfurtAntiesenh..
Riegelsberg
Riegelsberg is a village and a municipality in the district of Saarbrücken, in Saarland, Germany. It is situated approx. 9 km northwest of Saarbrücken. ..
Riegelsville, Pennsylvania
Riegelsville is a borough in Bucks County, Pennsylvania, United States. The population was 863 at the 2000 census. Geography Riegelsville is located at [40°35′44″N, 75°11′44″W] (40.595429, -75.195679)[Geographic references#1GR1]. According to the United States Census ..
Riegel am Kaiserstuhl
Coat of Arms Map Statistics State: Baden-Württemberg Regierungsbezirk: Freiburg District: Emmendingen Area: 18,34 km² Population: 3,489 (31 December 2002) Population density: 190/km² Elevation: 195 m Postal code: 79359 Area/distance code: 076-42 L..
Riegle Report
On February 9th, 1994, Donald W. Riegle, Jr. delivered a report, commonly referred to as "The Riegle Report" to the U.S. Senate regarding the health of Gulf War veterans. In the report, Senator Riegle cites evidence that biological and chemical weapons were used against American and Czechoslovaki..
Riehen
Riehen is a municipality in Basel-Stadt, a canton of Switzerland. Coat of arms of Riehen ..
Rieklings
Rieklings are a fictional race the player encounters during playing the Bloodmoon expansion pack of the third Elder Scrolls game Morrowind. They are believed by the Skaal people to the north of Solstheim where Bloodmoon takes place to be the descendants of the Falmer, which are also known as snow ..
Rieko Miura
Rieko Miura (三浦理恵子, born 1 September 1973) is a J-pop singer, and a member of the group Coco. She was born in Nakano, Tokyo, Japan. Her solo debut was on 14 September 1991. Contents 1 Discography1.1 Singles1.2 Albums1.3 Video2 Picture Books3 See also4&nbs..
Rieku ja Raiku
Rieku ja Raiku is a Finnish comic strip. The strip originally started as a parody of an earlier comic called Kieku ja Kaiku, and takes obvious inspiration from it. Kieku ja Kaiku was an educational children's comic strip about two anthropomorphic young roosters. One of them, called Kaiku, would usu..
Riek Machar
The factual accuracy of this article is [Accuracy disputedisputed]. Please see the relevant discussion on the [..
Riel
Riel can be: The currency of Cambodia. See Riel (currency).A place in the Netherlands. See Riel (place).Louis Riel, a Canadian politician and rebel.A 1979 film about Louis Riel. See Riel (film).Riel, a provincial electoral district in Manitoba, Canada named after Louis Riel. This is a [disambi..
Rielasingen-Worblingen
Rielasingen-Worblingen is a municipality in the district of Konstanz, in Baden-Württemberg, Germany. It is situated on the border with Switzerland, 4 km south of Singen, and 20 km east of Schaffhausen. ..
Riel (electoral district)
Riel is a provincial electoral division in the Canadian province of Manitoba. It was created by redistribution in 1968, and has formally existed since the provincial election of 1969. The riding is located in the south-central region of the City of Winnipeg, and is named after Louis Riel, the lead..
Riel Rebellion
The Riel Rebellion (or more precisely Riel Rebellions) is the name often given to two uprisings led by Louis Riel in what are now Manitoba and Saskatchewan. These were, The Red River Rebellion of 1869; andThe North-West Rebellion of 1885. This is a [disambiguationdisambiguation] page: a li..
Riemann's differential equation
In mathematics, Riemann's differential equation is a generalization of the hypergeometric differential equation, allowing the regular singular points to occur anywhere on the Riemann sphere, rather than merely at 0,1, and ∞. Contents 1 Definition2 Solutions3 Fractional linear..
Riemann-Hurwitz formula
In mathematics, the Riemann-Hurwitz formula, named after Bernhard Riemann and Adolf Hurwitz, describes the relationship of the Euler characteristics of two surfaces when one is a ramified covering of the other. It therefore connects ramification with algebraic topology, in this case. It is a prototy..
Riemann-Lebesgue lemma
The Riemann-Lebesgue lemma states that the integral of a function like the above is small. In mathematics, the Riemann-Lebesgue lemma, also called Mercer's theorem, is of importance in harmonic analysis and asymptotic analysis. It is named after Bernhard Riemann and Henri Lebesgue. Intuitive..
Riemann-Liouville differintegral
In mathematics, the combined differentiation/integration operator used in fractional calculus is called the differintegral, and it has a few different forms which are all equivalent, provided that they are initialized (used) properly. It is noted: [_a \mathbb^q_t] and is most generall..
Riemann-Roch theorem for smooth manifolds
In mathematics, a Riemann-Roch theorem for smooth manifolds is a version of results such as the Hirzebruch-Riemann-Roch theorem or Grothendieck-Riemann-Roch theorem (GRR) without a hypothesis making the smooth manifolds involved carry a complex structure. Results of this kind were obtained by Michae..
Riemann-Siegel theta function
In mathematics, the Riemann-Siegel theta function is the function [\theta(t) = \arg \left(\Gamma\left(\frac\right)\right) - \frac t] It has an asymptotic formula which gives very accurate results for real values of t which are at all large [\theta(t) \sim \frac\log \frac - \frac - ..
Riemann-Stieltjes integral
In mathematics, the Riemann-Stieltjes integral is a generalization of the Riemann integral, named after Bernhard Riemann and Thomas Joannes Stieltjes. Contents 1 Definition2 Properties and relation to the Riemann integral3 Existence of the integral4 Application to probabilit..
Riemannian connection
In mathematics, a Riemannian connection is a connection [\nabla] on a pseudo-Riemannian manifold (M, g) such that [\nabla_X g = 0] for all vector fields X on M. A given connection [\nabla] is Riemannian if and only if [Xg(Y,Z)=g(\nabla_XY,Z)+g(Y,\nabla_XZ) ]..
Riemannian geometry
Elliptic geometry is also sometimes called Riemannian geometry. In differential geometry, Riemannian geometry is the study of smooth manifolds with Riemannian metrics, i.e. a choice of positive-definite quadratic form on a manifold's tangent spaces which varies smoothly from point to point. This gi..
Riemannian manifold
In Riemannian geometry, a Riemannian manifold (M, g), named after Bernhard Riemann, is a real differentiable manifold M in which each tangent space is equipped with an inner product g in a manner which varies smoothly from point to point. This allows one to define various notions such as the length ..
Riemannian submanifold
A Riemannian submanifold N of a Riemannian manifold M is a smooth manifold equipped with the induced Riemannian metric from M. The image of an isometric immersion is a Riemannian submanifold. ..
Riemannian submersion
Riemannian submersion is a mathematical term in differential geometry. A Riemannian submersion is a submersion from one Riemannian manifold to another that respects the metrics. Let [(M,g)] and [(N,h)] be two Riemannian manifolds and [f: M \rightarrow N ] a submersio..
Riemannian symmetric space
In mathematics, a (Riemannian) symmetric space in differential geometry is a certain kind of homogeneous space in the theory of Lie groups. They were defined and classified by Elie Cartan. Contents 1 Basic definitions2 Examples3 Structure and classification4 Symmetric spaces ..
Riemann (crater)
Crater characteristics Coordinates ..
Riemann (disambiguation)
Riemann is the surname of a number of notable people: Günter Reimann, economistBernhard Riemann, mathematician.Heinrich Herrmann Riemann (see also the [German Wikipedia article]).Hugo Riemann, musicologist.Katja Riemann, German actressSolomon Riemann, Jewish traveller. Riemann is also th..
Riemann curvature tensor
In differential geometry, the Riemann curvature tensor is the most standard way to express curvature of Riemannian manifolds, or more generally, any manifold with an affine connection, torsionless or with torsion. It is one of many things named after Bernhard Riemann. The curvature tensor is given..
Riemann hypothesis
Millennium Prize Problems P versus NP The Hodge conjecture The Poincaré conjecture The Riemann hypothesis Yang–Mills existence and mass gap Navier-Stokes existence and smoothness The Birch and Swinnerton-Dyer conjecture Unsolved problems in mathematics: Is the real part of a non-tr..
Riemann integral
In the branch of mathematics known as real analysis, the Riemann integral, created by Bernhard Riemann, was the first rigorous definition of the integral of a function on an interval. While the Riemann integral is unsuitable for many theoretical purposes, it is one of the easiest integrals to defin..
Riemann mapping theorem
In complex analysis, the Riemann mapping theorem states that if [U] is a simply connected open subset of the complex number plane C which is not all of C, then there exists a bijective holomorphic map [f] from [U] onto [D], where [D=\:|z|..
Riemann series theorem
In mathematics, the Riemann series theorem, named after 19th-century German mathematician Bernhard Riemann, says that if an infinite series is conditionally convergent, then its terms can be arranged in a permutation so that the series converges to any given value, or even diverges. Contents 1&nb..
Riemann sphere
In mathematics, the Riemann sphere, named after Bernhard Riemann, is the unique way of viewing the extended complex plane (the complex plane plus a point at infinity) so that it looks exactly the same at the point infinity as at any complex number. The main application is to deal with extended comp..
Riemann sum
In mathematics, a Riemann sum is a method for approximating the values of integrals. It may also be used to define the integration operation. The sums are named after Bernhard Riemann. Contents 1 Definition2 Methods2.1 Left Riemann sum2.2 Right Riemann sum2.3 Middle sum..
Riemann surface
In mathematics, particularly in complex analysis, a Riemann surface, named after Bernhard Riemann, is a one-dimensional complex manifold. Riemann surfaces can be thought of as "deformed versions" of the complex plane: locally near every point they look like patches of the complex plane, but the glob..
Riemann tensor (general relativity)
This article or section is in need of attention from an expert on the subject.Please help recruit one, or improve this page yourself}} if you can. See [discussion page] for details. The Riemann tensor (general relativity) is a mathematical object that describes gravitation and its ef..
Riemann Xi function
In mathematics, the Riemann Xi function is a variant of the Riemann zeta function, and is defined so as to have a particularly simple functional equation. The function is named in honour of Bernhard Riemann. Definition Riemann's lower case xi is defined as: [\xi(s) = \frac s(s-1) \pi^} \Gamm..
Riemann zeta function
In mathematics, the Riemann zeta function, named after Bernhard Riemann, is a function of significant importance in number theory, because of its relation to the distribution of prime numbers. It also has applications in other areas such as physics, probability theory, and applied statistics. Cont..
Riemann–Roch theorem
In mathematics, specifically in complex analysis and algebraic geometry, the Riemann–Roch theorem is an important tool in the computation of the dimension of the space of meromorphic functions with prescribed zeroes and allowed poles. It relates the complex analysis of a connected compact Riemann ..
Riemke
Riemke is a major district of the city of Bochum, Ruhr area, North Rhine-Westphalia, Germany. Riemke borders to the urbanity of Herne. The other districts of Bochum, Riemke borders to are Bergen, Hiltrop, Grumme and Hofstede. Riemke is known for the great Nokia works, that was enlarged in recent ye..
Riemst
Riemst is a municipality located in the Belgian province of Limburg. On January 1 2006 Riemst had a total population of 15,963. The total area is 57.88 km² which gives a population density of 276 inhabitants per km². External links [Official website] - Available only in Dutch ..
Riemvasmaak United Party
The Riemvasmaak United Party was a political party in Namibia. It was formed by Dawid Dawids in 1980. The party later joined the Namibia People's Liberation Front. ..
Rien
Rien may refer to the following locations: Rien, a place in Austria.Rien, a village in the Netherlands.Rien, a lake in Norway. This article consisting of geographical locations is a [disambiguationdisambiguation] page, a list of pages that otherwise might share the same title. If an refe..
Rien, Norway
Rien is a lake in the municipality of Røros in Sør-Trøndelag county, Norway. See also List of lakes in Norway ..
Rience
King Rience (also spelt Ryence, Ryons, and Rion) is a character from Arthurian legend, an enemy of King Arthur in the early years of his reign. His realm varies: in Malory's Le Morte d'Arthur, he is king of North Wales, Ireland and "many isles". He is most notable for his habit of trimming his robe..
Rieneck
Rieneck is a town in the Main-Spessart district, in Bavaria, Germany. It is situated in the Spessart hills, 12 km northeast of Lohr am Main, and 39 km northwest of Würzburg. ..
Rieneck Castle
redirect[[Template:Portal]] Rieneck Castle is a castle built by Ludwig I, Count of Loon and Rieneck, in the year 1150. The city of Rieneck is situated about 80km east of Frankfurt. The castle now serves as a Scouting facility and is owned by the German Christian Guide and Scout Association, VCP. ..
Rienk Feenstra
Rienk Feenstra (1920--2005) was an international expert in Greek philately, writing and editing key reference books in this area, especially on the stamps and postal history of Crete. Feenstra was Chairman of the Hellenic Philatelic Society of Netherlands for 6 years and then its Honorary Chairman..
Riens du tout
Riens du Tout is a French film directed by Cédric Klapisch. The screenplay was written by himself with Jackie Berroyer. It features Fabrice Luchini, Daniel Berlioux, Marc Berman, Jean-Pierre Darroussin, Odette Laure, Zinedine Soualem, Simon Abkarian and others. Plot For his first full-lengt..
Rientrodolce
Rientrodolce is an association contiguous to Radicali Italiani, which concerns itself with overpopulation, natural environment and energy. Its name comes from Marco Pannella's idea of a "mild return" ("rientro dolce" in italian) to a world with 2 billion human beings. The association considers overp..
Rienz-Rienza
The Rienza (German: Rienz) is a river in South Tyrol, Northern Italy. Its source is located at 2,180 m of altitude, in the Dolomites, south to Toblach-Dobbiaco: next to the latter it enters the Pustertal (Val Pusteria), and, after 90 km, it meets the Eisack-Isarco in the city of Brixen, at 550 m of ..
Rienzi
For other uses, see (disambiguation)}}}. Rienzi, der Letzte der Tribunen (WWV 49) (Rienzi, the Last of the Tribunes) is an early opera by Richard Wagner in five acts, with the libretto written by the composer after Bulwer-Lytton's novel of the same name. (The title is commonly shortened to Rienzi.)..
Rienzi, Mississippi
Rienzi is a town in Alcorn County, Mississippi, United States. The population was 330 at the 2000 census. Contents 1 History2 Geography3 Demographics4 External links History Rienzi was named for Nicola Gabrina Rienzi, a Roman tribune. The original town was settled in 1830 and..
Rienzi (disambiguation)
Rienzi may refer to Rienzi, an opera by Richard WagnerAdrian Cola Rienzi (1905-1972), a Trinidad and Tobago lawyer, politician and labour leader, born Krishna DeonarineThis is a [disambiguationdisambiguation] page: a list of articles associated with the same title. If an referred you to..
Rienzi Melville Johnston
Rienze Melville Johnston (September 9, 1849–February 28, 1926) was an American newspaperman and Democratic Party politician from Houston, Texas. He headed the Houston Post for many years, and in 1913 served a month in the United States Senate when Governor Colquitt appointed him to complete th..
Rien Long
Rien Vartan Long (born August 7, 1981 in Los Angeles, California) is an American football defensive lineman for the Tennessee Titans in the NFL. He is of Armenian descent and cherishes his heritage greatly. He has a tattoo of the seventh letter of the Armenian alphabet over the Armenian flag on hi..
Rien Ne Me Changera
"Rien Ne Me Changera" Single by Jonatan Cerrada Released 28 October 2003 Format CD single Length 3:32 Label BMG Jonatan Cerrada singles chronology "Je Voulais Te Dire Que Je T'Attends" 2003 "Rien Ne Me Changera"2003 "A Chaque Pas"2004 Siempre 23 'Rien Ne Me Changera' is the second singl..
Rien Poortvliet
Rien Poortvliet (august 7 1932 – september 15 1995) was a Dutch draughtsman and painter. Born in Schiedam, he was best known for his drawings of animals and for "Gnomes" in the famous series of books published by Harry N. Abrams, Inc. of New York City. Being a plasterer's son from Schiedam, m..
Riepen Park, Gauteng
Riepen Park is a suburb of Johannesburg, South Africa. It is located in Region 3. Suburbs in Region 3 of Johannesburg Abbotsford | Atholhurst | Atholl Gardens | Atholl | Bagleyston | Benmore Gardens | Beverley Gardens | Birdhaven | Birnam | Blairgowrie | Blue Haven | Bordeaux | Bramle..
Riepl's law
Riepl's law is a hypothesis formulated by Wolfgang Riepl in 1913. It is frequently cited in discussions about newly emerging forms of media in the scientific community in german-speaking countries. Riepl, the chief editor of Nuremberg's biggest newspaper at the time, stated in his dissertation abou..
Riesa
Riesa's Town Hall Riesa (location [51°18′N 13°18′E]) is a town with 36,221 inhabitants in the district Riesa-Großenhain in Saxony, Germany. It is located at the river Elbe, approx. 40 km northwest of Dresden. The world's first 110kV-powerline was inaugaurated between Riesa ..
Riesa-Großenhain
Riesa-Großenhain Statistics State: Saxony Capital: Großenhain } } |- | Area:||820.51 km² |- | Inhabitants:||120,539 (2001) |- | pop. density:||147 inh./km² |- | Car identification:||RG |- | Homepage:||http://www.riesa-grossenhain.de |- !colspan=2 align=center bgcolor=#DEFFAD|Map |- |colspa..
Riesco
Riesco is a last name. In Chile, a president called Germán Riesco was elected at the beginning of the 20th century. A lot of places have been named after him, including a river, a lake, an island and several streets. The island lies at west of the Brunswick Peninsula. It has an area of 5,110 km &s..
Riese
Riese' is a village in the Province of Treviso in Venice, famous of the birthplace of Pope Pius X ..
Riesel
Riesel can refer to: People Hans Riesel, mathematicianVictor Riesel, journalistPlaces Riesel, TexasThis is a [disambiguationdisambiguation] page: a list of articles associated with the same title. If an referred you to this page, you may wish to change the link to point directly to the i..
Riesel, Texas
Riesel is a city in McLennan County, Texas, United States. The population was 973 at the 2000 census. Geography Riesel is located at [31°28′20″N, 96°55′55″W] (31.472226, -96.932076)[Geographic references#1GR1]. According to the United States Census Bureau, the city h..
Riesel number
In mathematics, a Riesel number is an odd natural number k for which the integers of the form k×2n-1 are all composite. In other words, when k is a Riesel number, all members of the following set are composite: [\left\\,\right\}] In 1956, Hans Riesel showed that there are infinite..
Riesen
Riesen is a chocolate and caramel confectionery produced and distributed by August Storck KG, a German confectionary that also produces Werther's Original. The candy is individually wrapped and usually sold in small bags. It consists of caramel covered in semisweet chocolate, and is extremely chewy...
Riesenrad
The Riesenrad, seen from the outside of the Prater The Riesenrad (meaning "giant wheel") is a Ferris wheel at the entrance of the Prater amusement park in Vienna, Austria. It was one of the earliest Ferris wheels to be built, having been erected in 1897 to celebrate Emperor Franz Josef I's gol..
Riese Pio X
Riese Pio X (regularly shortened Riese) is a municipality in northeast Italy. Located in the province of Treviso in the Region of Veneto. The community's name, much like that of Sotto il Monte Giovanni XXIII, commemorates its most famous son, Giuseppe Sarto, who later became Pope Pius X (Italian: P..
Riese und Müller
Riese and Müller are a bicycle firm situated in Darmstadt, Germany founded by Markus Riese and Heiko Müller. They are famous for designing and assembling fully suspended bicycles only. Frames are produced by other companies such as Pacific Cycles, Taiwan. Bikes sold in the Australia, Japan and t..
Riesigk
Riesigk from the air Riesigk is a village in Germany not far from the town of Wittenberg in the district Anhalt-Zerbst (Bundesland Saxony-Anhalt, [51°49′N 12°28′E]) on the south side of the Elbe river. It has a population of about 219 (2004). It is part of the Verwaltungsgeme..
Rieske protein
The iron-sulfur protein (ISP) component of cytochrome bc1 complex was first discovered and isolated by John S. Rieske and co-workers in 1964. The homologues of the Rieske proteins include ISP components of cytochrome b6f complex), aromatic-ring-hydroxylating dioxygenases (phthalate dioxygenase, b..
Riesling
Ripe grapes of Riesling Riesling is a white grape variety and varietal appellation of wines grown historically in Alsace (France), Austria, Germany (see German wine), and northern Italy. It is a very old grape, first documented in 1435, in which year the storage inventory of the Counts of Katz..
Riesling Trail
The Riesling Trail is a 27 kilometre walking and cycling track located in the Clare Valley, South Australia. It runs between Auburn and Clare, passing through several towns and villages along the way, including Leasingham, Watervale, Penwortham and Sevenhill. Originally part of the railway branc..
Riesstiu IV
In the computer game Homeworld, Riesstiu IV was the last Emperor of the Taiidan Empire. He came to power by murdering his immediate family members and declaring himself emperor. His rule was marked by harsh oppression, tax revolts, and a general decline of the Taiidan Empire. Riesstiu IV was killed..
Riesz
Riesz is the name of two mathematicians, Frigyes Riesz and his younger brother Marcel Riesz. Riesz is also the name of the Amazon warrior and princess of Rolante--one of the six playable characters in the video game Seiken Densetsu 3. This is a [disambiguationdisambiguation] page: a lis..
Riesz's lemma
Riesz's lemma is an lemma in functional analysis. It specifies (often easy to check) conditions which guarantee that a subspace in a normed linear space is dense. Contents 1 The result1.1 Note2 Some consequences2.1 Noncompactness of unit ball2.2 Other The result Before..
Riesz-Thorin theorem
In mathematics, the Riesz-Thorin theorem, often referred to as the Riesz-Thorin Interpolation Theorem or the Riesz-Thorin Convexity Theorem is a result about interpolation of operators. This should not be confused with somewhat different mathematical procedure of interpolation of functions. This th..
Riesz function
Riesz(x) for x from 0 to 50 In mathematics, the Riesz function is an entire function defined by Marcel Riesz in connection with the Riemann hypothesis, by means of the power series [(x) = -\sum_^\infty \frac] If we set [F(x) = \frac12 (4 \pi^2 x)] we may define it in terms ..
Riesz mean
In mathematics, the Riesz mean is a certain mean of an arithmetic series. They were introduced by Marcel Riesz in 1911 as an improvement over the Cesàro mean[#endnote_Rie11][#endnote_Hard16]. The Riesz mean should not be confused with the Bochner-Riesz mean or the Strong-Riesz mea..
Riesz representation theorem
There are several well-known theorems in functional analysis known as the Riesz representation theorem. They are named in honour of Frigyes Riesz. Contents 1 The Hilbert space representation theorem2 The representation theorem for linear functionals on Cc(''X'')3 The representation..
Riesz sequence
A sequence of vectors [(x_n)] in a Hilbert space [H] is called a Riesz sequence if there exist constants [0 < c \leq C] such that [ c\left( \sum_n | a_n|^2 \right) \leq \left\Vert \sum_n a_n x_n \right\Vert^2 \leq C \left( \sum_n | a_n|^2 \right) ] for all..
Riesz theorem
See: F. and M. Riesz theoremRiesz representation theoremRiesz-Thorin theoremRiesz-Fischer theorem Frigyes Riesz and Marcel Riesz were two brothers, both of whom were notable mathematicians. This is a [disambiguationdisambiguation] page: a list of articles associated with the same title. ..
Riesz–Fischer theorem
In mathematics, the Riesz–Fischer theorem in real analysis states that a function is square integrable if and only if the corresponding Fourier series converges in the space [l^2]. This means that if the Nth partial sum of the Fourier series corresponding to a function [f] is ..
Rietavas
Rietavas is a city in Lithuania. According to 2001 census it had a population of 3,979. It is the capital of Rietavas municipality. The city is famous for building the first power station to produce electricity in Lithuania in 1892. The first telephone line in Lithuania was also built here. Exte..
Rietavas municipality
Rietavo savivaldybė (Location) (Coat of arms) Location Ethnographic region Samogitia County Telšiai County General information Capital Rietavas Major settlements Rietavas (pop. 3,979) ? Number of elderates 5 Area (rank) 45th) Population (rank) 58th) Pop. ..
Rietberg
Rietberg is a town and a municipality in the district of Gütersloh in the state of North Rhine-Westphalia, Germany. It is located approx. 10 km south of Gütersloh and 25 km north-west of Paderborn in the region Ostwestfalen-Lippe. The town is located at the River Ems. Contents 1 History2..
Rietbrock, Wisconsin
Rietbrock is a town in Marathon County, Wisconsin, United States. The population was 927 at the 2000 census. Geography According to the United States Census Bureau, the town has a total area of 87.6 km² (33.8 mi²), all land. Demographics As of the census2 of 2000, there were 927 people, 289 hous..
Rieter
Rieter is a producer of textile machinery and automobile components, based in Winterthur, Switzerland. History Founded in 1795, the company initially produced textile products. In 1806, as Napoleon imposed the Continental Blockade to prevent trade between Continental Europe and the United Kingdom,..
Rieti
Rieti (Reate in Latin) is a town in Latium, Italy with a population of 41,394. It is the capital of Rieti Province. The city is Placed on a small hilltop commanding a wide plain, at the southern edge of an ancient lake and by the side of a river (to be known as Mellinus and later Velino). Today o..
Rietvallei, Gauteng
Rietvallei is a suburb of Johannesburg, South Africa. It is located in Region 1. Suburbs in Region 1 of Johannesburg Bloubosrand | Botesdal | Broadacres | Bultfontein | Chartwell | Dainfern | Diepsloot | Farmall | Fourways | Houtkoppen | Inadan | Johannesburg North | Kya Sand | Lindle..
Rietveld
Rietveld can refer to: Rietveld refinement (Chemistry), a powerful computational method for extracting detailed crystal structure information from X-ray and neutron powder diffraction data. Named after Dr. Hugo M. Rietveld, who developed the method. Rietveld (Giessenlanden), a hamlet near Arkel, ..
Rietveld (Giessenlanden)
Rietveld in the municipality of Giessenlanden. Rietveld ([51°52′N 5°1′E]) is a town in the Dutch province of South Holland. It is a part of the municipality of Giessenlanden, and lies about 4 km northeast of Gorinchem. The statistical area "Rietveld", which also can include th..
Rietveld (Utrecht)
The statistical district of Rietveld in the municipality of Woerden. Rietveld ([52°5′N 4°51′E]) is a town in the Dutch province of Utrecht. It is a part of the municipality of Woerden, and lies about 3 km west of Woerden. The statistical district "Rietveld", which covers the v..
Rietveld refinement
Rietveld refinement is a technique devised by [Hugo Rietveld] for use in the characterisation of crystalline materials. The neutron and x-ray diffraction of powder samples results in a pattern characterised by peaks in intensity at certain positions. The height, width and position of ..
Rietveld Schröder House
The Rietveld Schröder House was built in 1924 by Dutch architect Gerrit Rietveld for Mrs. Schröder and her children. She commissioned the house to be designed preferably without walls. The house is one of the best known examples of De Stijl-architecture and arguably the only true De Stijl building..
Rieux-Volvestre
Rieux-Volvestre is a commune of the Haute-Garonne département, in France. [Rieux-Volvestre Cathedral:[link]] ..
Rievaulx
Rievaulx is a small village near Helmsley in North Yorkshire and is located in what was the inner court of Rievaulx Abbey, close to the River Rye. The inner court of the monastry contained buildings such as the brewhouse, bakehouse and guesthouse. The abbey was closed as part of the Dissolution of ..
Rievaulx Abbey
The ruins of the abbey church Rievaulx Abbey is a former Cistercian abbey, headed by the powerful Abbot of Rievaulx, located in the small village of Rievaulx (pronounced 'Ree-voh'), near Helmsley in North Yorkshire. When Riveaulx Abbey was founded in 1132 by twelve monks from Clairvaux Abbey ..
Rievaulx Terrace & Temples
Rievaulx Terrace & Temples is a site located in North Yorkshire, England overlooking Rievaulx Abbey and owned by the National Trust. The site is a grass-covered terrace following a serpentine course across the side of a wooded escarpment overlooking the ruins of the Abbey. At either end of the terr..
Riex
Riex (pro. ree-eh) is a municipality in Switzerland in the canton of Vaud, located in the district of Lavaux. External links http://www.riex.ch ..
Riez
Riez Country France Région Provence-Alpes-Côte d'Azur Départment Alpes-de-Haute-Provence Arrondissement Digne-les-Bains Canton Riez INSEE 04166 Postal Code 04500 MayorCurrent Term Michel Zorzan2001-2008 Intercommunality Lon..
Riezlern
Riezlern is a town in Vorarlberg, Austria. ..
Rie fu
Rie fu (born January 11, 1985) is a Japanese singer-songwriter born in Tokyo. She is a now a student in the University of the Arts London, commuting between the United Kingdom and Japan for recording and promoting her songs. From the age of 7 to 10, Rie fu lived in Maryland, United States. She wa..
Rie Ishizuka
is a seiyū who works for Theatrical Group EN. Contents 1 Notable voice roles1.1 Anime1.2 Dubbing2 External links Notable voice roles Anime Air Master (Sampaguita Kai)Demon Lord Dante (Saeko Kodai/Medusa)Gundress (Arisa Takakura)Hikaru no Go (Tamako-sensei, Tetsuo Kaga (chil..
Rie Kugimiya
Rie Kugimiya (釘宮理恵 Kugimiya Rie, born May 30 1979) is a seiyū who was born in Kumamoto. She is employed by I'm Enterprise. Notable voice roles Alisa Bannings in Magical Girl Lyrical Nanoha and Magical Girl Lyrical Nanoha A'sAlphonse Elric in Fullmetal AlchemistBrigetta in GravionHotaru Ima..
Rie Mastenbroek
Hendrika Wilhelmina ("Rie") Mastenbroek (February 26, 1919 – November 6, 2003) was a Dutch swimmer and a triple Olympic champion. Biography Born in Rotterdam, she started swimming under the coaching of "Ma" Braun, who had coached her daughter to an Olympic gold medal in 1928. In 1934, Mast..
Rie Miyazawa
Rie Miyazawa (Miyazawa Rie, 宮沢りえ, born April 6, 1973) is an actress and singer.Born in Tokyo, Japan, she was raised by her mother, as her Dutch father left when she was an infant. Since her debut at age eleven in an advertisement for Kit-Kat, she has many films, television shows, commercial..
Rie Rasmussen
Rie Rasmussen (born February 14, 1978) is a Danish fashion model, actress, film director and photographer. Rasmussen was born in Copenhagen, Denmark, and she her big break int film came when she acted in Brian De Palma's erotic thriller Femme Fatale and Luc Besson's Angel-A. She also used to be a Vi..
Rie Tanaka
Rie Tanaka (田中 理恵 Tanaka Rie, born January 3, 1979) is a singer and voice actress (seiyū) in Japan. --> Among her roles, she plays Chi and Freya in the Japanese version of Chobits, as well as singing in both of the ending songs for Chobits. Another famous role is Lacus Clyne in Mobile Suit..
Rie Tomosaka
Rie Tomosaka (ともさかりえ Tomosaka Rie, born 12 October 1979 in Tokyo, Japan) is an actress. She starred in the TBS hit international TV series Things You Taught Me playing an autistic woman the character for which was informed by the works of autistic author Do..
Rie who!?
"Rie who!?" is Rie fu's 1st single, and is similar to a demo CD. Contents 1 Overview2 Tracklist3 Live Performances4 Charts Overview This single was her demo CD, and although, the title of the EP/single is Rie who!?, the main track of this CD is decay. Tracklist decayBeaut..
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