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Series Acceleration
Series may refer to: People with the name * Caroline Series (born 1951), English mathematician, daughter of George Series * George Series (1920–1995), English physicist Arts, entertainment, and media Music * Series, the ordered sets used in serialism including tone rows * Harmonic series (music) * Serialism, including the twelve-tone technique Types of series in arts, entertainment, and media * Anime series * Book series * Comic book series * Film series * Manga series * Podcast series * Radio series * Television series * "Television series", the Australian, British, and a number of others countries' equivalent term for the North American " television season", a set of episodes produced by a television serial * Video game series * Web series Mathematics and science * Series (botany), a taxonomic rank between genus and species * Series (mathematics), the sum of a sequence of terms * Series (stratigraphy), a stratigraphic unit deposited during a certain i ...
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Caroline Series
Caroline Mary Series (born 24 March 1951) is an English mathematician known for her work in hyperbolic geometry, Kleinian groups and dynamical systems. Early life and education Series was born on March 24, 1951, in Oxford to Annette and George Series. She attended Oxford High School for Girls and from 1969 studied at Somerville College, Oxford, where she was interviewed for admission by Anne Cobbe. She obtained a Bachelor of Arts, B.A. in Mathematics in 1972 and was awarded the university Mathematical Prize. She was awarded a Kennedy Scholarship and studied at Harvard University from 1972, obtaining her Ph.D. in 1976 supervised by George Mackey on the ''Ergodicity of product groups''. Career and research In 1976–77 she was a lecturer at University of California, Berkeley, and in 1977–78 she was a research fellow at Newnham College, Cambridge. From 1978 she was at the University of Warwick, first as a lecturer, then, from 1987, as a reader (academic rank), reader, and from ...
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Series (mathematics)
In mathematics, a series is, roughly speaking, an addition of Infinity, infinitely many Addition#Terms, terms, one after the other. The study of series is a major part of calculus and its generalization, mathematical analysis. Series are used in most areas of mathematics, even for studying finite structures in combinatorics through generating functions. The mathematical properties of infinite series make them widely applicable in other quantitative disciplines such as physics, computer science, statistics and finance. Among the Ancient Greece, Ancient Greeks, the idea that a potential infinity, potentially infinite summation could produce a finite result was considered paradoxical, most famously in Zeno's paradoxes. Nonetheless, infinite series were applied practically by Ancient Greek mathematicians including Archimedes, for instance in the Quadrature of the Parabola, quadrature of the parabola. The mathematical side of Zeno's paradoxes was resolved using the concept of a limit ...
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A Series (other)
A series may refer to: Technology * A-series light bulb, the most common type of light bulbs used since the early 20th century * Canon PowerShot A, camera * Fujifilm FinePix A series, camera series * Samsung Galaxy A series, a line of mid-range smartphones * Tool steel A series, air hardened, a type of tool steel Tool steel is any of various carbon steels and alloy steels that are particularly well-suited to be made into tools and tooling, including cutting tools, dies, hand tools, knives, and others. Their suitability comes from their distinctive ... * Sony Vaio A series, of laptops * Toshiba Satellite A series, of laptops * Walkman A Series, by Sony Transportation * BMC A-series engine, a small straight-4 automobile engine produced by the Austin Motor Company * Honda A engine * International A series, pickup truck * Transperth A-series train, a type of electric multiple unit used by Transperth Trains in Perth, Western Australia Other uses * ''QI'' (A series ...
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7 Series (other)
7 series or 7-series may refer to: * AMD 700 chipset series * BMW 7 Series The BMW 7 Series is a full-size luxury car, luxury sedan manufactured and marketed by the German automaker BMW since 1977. It is the successor to the BMW E3 "New Six" sedan and is now in its seventh generation. The 7 Series is BMW's flagship car ... * Boeing 7x7 series * GeForce 7 series of graphics processors by Nvidia * Volvo 700 Series * Windows Phone, formerly known as ''Windows Phone 7 Series'' * IRB Sevens World Series * ''7 Series'' (EP), an EP by Kid Ink See also * 1 series (other) {{disambiguation ...
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5 Series
The BMW 5 Series is an executive car manufactured and marketed by BMW since 1972. It is the successor to the BMW New Class#New Class Sedans, BMW New Class sedans and is currently in its eighth generation. The car is sold as either a sedan (car), sedan or, since 1991, a station wagon (marketed as "Touring"). A 5-door fastback (marketed as "Gran Turismo") was sold between 2009 and 2017. Each successive generation has been given an internal ''G-code'' designation since 2017. Previously, a ''F-code'' designation was used between 2010 and 2016, while an ''E-code'' designation was used between 1972 and 2010. These are used to distinguish each model and generation from each other. The first generation of the 5 Series was powered by Naturally aspirated engine, naturally aspirated four-cylinder and six-cylinder petrol engines. Following generations have been powered by four-cylinder, six-cylinder, V8 and V10 engines that are either naturally aspirated or turbocharger, turbocharged. Since 19 ...
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3 Series
The BMW 3 series is a line of compact executive cars manufactured by the German automaker BMW since May 1975. It is the successor to the BMW 02 Series, 02 series and has been produced in seven generations. The first generation of the 3 Series was only available as a 2-door saloon; the model range expanded to include a 4-door saloon, 2-door convertible, 2-door coupé, 5-door estate, 5-door liftback ("BMW 3 Series Gran Turismo, Gran Turismo"; discontinued in 2019) and 3-door hatchback car body style, body styles. Since 2013, the coupé and convertible models have been marketed as the BMW 4 Series, 4 Series; these styles no longer being included in the 3 Series. The 3 Series is BMW's best-selling model, accounting for around 30% of the BMW brand's annual total car sales, and has won numerous awards throughout its history. The BMW M, M version of the 3 series, BMW M3, M3, debuted with the BMW 3 Series (E30), E30 BMW E30 M3, M3 in 1986. __TOC__ First generation (E21; 1975) T ...
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1 Series (other)
1 series or 1-series may refer to: * BMW 1 Series, a car series * IBM Series/1, a minicomputer series * Nikon 1 series, a camera series See also * 0 series (other) * 7 series (other) 7 series or 7-series may refer to: * AMD 700 chipset series * BMW 7 Series The BMW 7 Series is a full-size luxury car, luxury sedan manufactured and marketed by the German automaker BMW since 1977. It is the successor to the BMW E3 "New Six" se ... * I series (other) * L series (other) {{disamb ...
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Playoff Format
There are a number of formats used in various levels of competition in sports and games to determine an overall champion. Some of the most common are the ''single elimination'', the ''best-of-'' series, the ''total points series'' more commonly known as ''on aggregate'', and the '' round-robin tournament''. Single elimination A single-elimination ("knockout") playoff pits the participants in one-game matches, with the loser being dropped from the competition. Single-elimination tournaments are often used in individual sports like tennis. In most tennis tournaments, the players are seeded against each other, and the winner of each match continues to the next round, all the way to the final. When a playoff of this type involves the top four teams, it is sometimes known as the Shaughnessy playoff system, after Frank Shaughnessy, who first developed it for the International League of minor league baseball. Variations of the Shaughnessy system also exist, such as in the promotion ...
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Series (United States Currency)
On banknotes of the United States dollar, the series refers to the year appearing on the obverse of a bill, indicating when the bill's design was adopted. The series year does not indicate the exact date a bill was printed; instead, the year indicates the first year that bills of the same design were originally made. For example, $2 bills bearing the series year of 1928 were printed until the early 1950s. Before 1928 The first U.S. banknotes with a series year were the United States Notes of 1869. Before that, paper currency was identified only by the act authorizing it, for example, the act of March 3, 1863. For these bills, the serial number uniquely identified the bill, except for some issues that exceeded one million bills. In that case, the sequence of serial numbers was restarted, and an extra overprint of 'Series 1' was added to the bill. When one million bills in 'Series 1' were printed, 'Series 2' was used, and so on. 'Series 187' is the highest series number of t ...
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Series And Parallel Circuits
Two-terminal components and electrical networks can be connected in series or parallel. The resulting electrical network will have two terminals, and itself can participate in a series or parallel topology. Whether a two-terminal "object" is an electrical component (e.g. a resistor) or an electrical network (e.g. resistors in series) is a matter of perspective. This article will use "component" to refer to a two-terminal "object" that participates in the series/parallel networks. Components connected in series are connected along a single "electrical path", and each component has the same electric current through it, equal to the current through the network. The voltage across the network is equal to the sum of the voltages across each component. Components connected in parallel are connected along multiple paths, and each component has the same voltage across it, equal to the voltage across the network. The current through the network is equal to the sum of the currents thr ...
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Seriation (semiotics)
The term ''seriation'' ise en sériewas proposed for use in semiotics by Jean Molino and derived from classical philology Philology () is the study of language in Oral tradition, oral and writing, written historical sources. It is the intersection of textual criticism, literary criticism, history, and linguistics with strong ties to etymology. Philology is also de .... Seriation "invokes the idea that any investigator, in order to assign some plausible meaning to a given phenomenon, must interpret it within a ''series'' of comparable phenomena." One cannot interpret what philology calls a ''hapax''; that is, an isolated phenomenon. Art historian Erwin Panofsky has explained the situation in very clear terms: *'Whether we deal with historical or natural phenomena, the individual observation of phenomena assumes the character of a 'fact' only when it can be related to other, analogous observations in such a way that the whole series 'makes sense.' This 'sense' is, therefore, ful ...
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