Fitting (other)
Fitting can refer to: ** A dress fitting. *** A fitting model, the model, trying on the clothes. ** Any machine component, piping, or tubing part that can attach or connect two or more prominent parts. For example, see coupling, compression fitting, piping, and plumbing fittings. ** A furniture fitting is any furniture component having practical use. ** The process of applying regression analysis to data. This method is sometimes called ''line-fitting'' or curve fitting, depending on the result. ** The process of cutting and shaping parts on a custom, craft-production basis to cause them to fit together into an assembly with the proper engineering fit ** Preprocessing of data for data mining or another parsing. ** Mathematical concepts named after Hans Fitting include Fitting subgroup, Fitting length, Fitting lemma, Fitting ideal, and Fitting's theorem. ** Light socket or lamp fitting. * An element of a tantrum, seizure or any other sudden occurrence of a symptom or unusual behav ... [...More Info...]       [...Related Items...]     OR:     [Wikipedia]   [Google]   [Baidu]   |
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Dress Fitting
A dressmaker, also known as a seamstress, is a person who makes custom clothing for women, such as dresses, blouses, and evening gowns. Dressmakers were historically known as mantua-makers, and are also known as a modiste or fabrician. Notable dressmakers *Cristóbal Balenciaga *Pierre Balmain *Coco Chanel *Christian Dior * David Emanuel *Norman Hartnell, royal dressmaker *Elizabeth Keckley, modiste and confidante to Mary Todd Lincoln *Jean Muir, fashion designer * Madame Palmyre, a favorite designer and dressmaker of the empress of France * Anna and Laura Tirocchi, Providence, Rhode Island *Isabel Toledo *Madeleine Vionnet * Janet Walker, costumier and dress-making-bust inventor *Charles Frederick Worth Related terms * 'Dressmaker' denotes clothing made in the style of a dressmaker, frequently in the term 'dressmaker details' which includes ruffles, frills, ribbon or braid trim. 'Dressmaker' in this sense is contrasted to 'tailored' and has fallen out of use since the r ... [...More Info...]       [...Related Items...]     OR:     [Wikipedia]   [Google]   [Baidu]   |
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Fitting Subgroup
In mathematics, especially in the area of algebra known as group theory, the Fitting subgroup ''F'' of a finite group ''G'', named after Hans Fitting, is the unique largest normal nilpotent subgroup of ''G''. Intuitively, it represents the smallest subgroup which "controls" the structure of ''G'' when ''G'' is solvable. When ''G'' is not solvable, a similar role is played by the generalized Fitting subgroup ''F*'', which is generated by the Fitting subgroup and the components of ''G''. For an arbitrary (not necessarily finite) group ''G'', the Fitting subgroup is defined to be the subgroup generated by the nilpotent normal subgroups of ''G''. For infinite groups, the Fitting subgroup is not always nilpotent. The remainder of this article deals exclusively with finite groups. The Fitting subgroup The nilpotency of the Fitting subgroup of a finite group is guaranteed by Fitting's theorem which says that the product of a finite collection of normal nilpotent subgroups of ''G'' i ... [...More Info...]       [...Related Items...]     OR:     [Wikipedia]   [Google]   [Baidu]   |
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Fetting
Fetting is a surname. Notable people with the surname include: * Edmund Fetting (1927–2001), a Polish movie and theatrical actor * Otto Fetting (1871–1933), an American realtor and editor * Rainer Fetting Rainer Fetting (born 31 December 1949 in Wilhelmshaven, Germany) is a German painter and sculptor. Rainer Fetting was one of the co-founders and main protagonists of the Galerie am Moritzplatz in Berlin, founded in the late 1970s by a group o ... (born 1949), a German painter and sculptor See also * Fitting (other) {{Surname ... [...More Info...]       [...Related Items...]     OR:     [Wikipedia]   [Google]   [Baidu]   |
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Willy Fitting
Willy Fitting (25 January 1925 – 26 April 2017) was a Swiss épée and sabre fencer. He won a bronze medal in the team épée event at the 1952 Summer Olympics The 1952 Summer Olympics ( fi, Kesäolympialaiset 1952; sv, Olympiska sommarspelen 1952), officially known as the Games of the XV Olympiad ( fi, XV olympiadin kisat; sv, Den XV olympiadens spel) and commonly known as Helsinki 1952 ( sv, Helsin .... References External links * 1925 births 2017 deaths Swiss male sabre fencers Swiss male épée fencers Olympic fencers of Switzerland Fencers at the 1952 Summer Olympics Olympic bronze medalists for Switzerland Olympic medalists in fencing Medalists at the 1952 Summer Olympics {{Switzerland-fencing-bio-stub ... [...More Info...]       [...Related Items...]     OR:     [Wikipedia]   [Google]   [Baidu]   |
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Frédéric Fitting
Frédéric Fitting (12 September 1902 – 18 October 1998) was a Swiss épée and foil fencer. He competed in the Summer Olympic Games of 1920, 1924, 1928, and 1936. His brother, Édouard Fitting, and sister, Emma Fitting Emma Fitting-Ramel (21 November 1900 – 13 November 1986) was a Swiss fencer. She competed in the women's individual foil at the 1924 Summer Olympics The 1924 Summer Olympics (french: Jeux olympiques d'été de 1924), officially the Gam ..., were also Olympic fencers. References External links * 1899 births 1998 deaths Swiss male épée fencers Olympic fencers of Switzerland Fencers at the 1920 Summer Olympics Fencers at the 1924 Summer Olympics Fencers at the 1928 Summer Olympics Fencers at the 1936 Summer Olympics Sportspeople from Geneva Swiss male foil fencers {{Switzerland-fencing-bio-stub ... [...More Info...]       [...Related Items...]     OR:     [Wikipedia]   [Google]   [Baidu]   |
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Emma Fitting
Emma Fitting-Ramel (21 November 1900 – 13 November 1986) was a Swiss fencer. She competed in the women's individual foil at the 1924 Summer Olympics The 1924 Summer Olympics (french: Jeux olympiques d'été de 1924), officially the Games of the VIII Olympiad (french: Jeux de la VIIIe olympiade) and also known as Paris 1924, were an international multi-sport event held in Paris, France. The op .... References External links * 1900 births 1986 deaths Swiss female foil fencers Olympic fencers of Switzerland Fencers at the 1924 Summer Olympics {{Switzerland-fencing-bio-stub ... [...More Info...]       [...Related Items...]     OR:     [Wikipedia]   [Google]   [Baidu]   |
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Édouard Fitting
Édouard Fitting (15 August 1898 – 7 July 1945) was a Swiss épée and foil fencer. He competed at four Olympic Games. References External links * 1898 births 1945 deaths Swiss male épée fencers Olympic fencers of Switzerland Fencers at the 1920 Summer Olympics Fencers at the 1924 Summer Olympics Fencers at the 1928 Summer Olympics Fencers at the 1936 Summer Olympics Sportspeople from Lausanne Swiss male foil fencers {{Switzerland-fencing-bio-stub ... [...More Info...]       [...Related Items...]     OR:     [Wikipedia]   [Google]   [Baidu]   |
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Andrea Fitting
Andrea Fitting is the first female director of Parkvale Bank, the sixth-largest bank headquartered in the Pittsburgh region and the 26th-largest public company in Pennsylvania. She is serving her fourth term in this capacity. Fitting is founder and CEO of Fitting Group, a branding agency headquartered in Pittsburgh. Career Fitting holds B.A. and Ph.D. degrees in Anthropology/Archaeology from the University of Pittsburgh and is a former Fulbright Scholar. She has taught courses at California University of Pennsylvania, Carnegie Museum of Natural History, Carlow University and the University of Pittsburgh. In 1986, Fitting launched Fitting Group with only $800 and with no experience. She received international media coverage when Fitting Group launched a controversial marketing campaign to promote their Brand Spanking process that featured a whip-bearing dominatrix. As a result of her company's attention-grabbing marketing campaign, Fitting's expert branding opinions have been freq ... [...More Info...]       [...Related Items...]     OR:     [Wikipedia]   [Google]   [Baidu]   |
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Seizure
An epileptic seizure, informally known as a seizure, is a period of symptoms due to abnormally excessive or synchronous neuronal activity in the brain. Outward effects vary from uncontrolled shaking movements involving much of the body with loss of consciousness ( tonic-clonic seizure), to shaking movements involving only part of the body with variable levels of consciousness (focal seizure), to a subtle momentary loss of awareness ( absence seizure). Most of the time these episodes last less than two minutes and it takes some time to return to normal. Loss of bladder control may occur. Seizures may be provoked and unprovoked. Provoked seizures are due to a temporary event such as low blood sugar, alcohol withdrawal, abusing alcohol together with prescription medication, low blood sodium, fever, brain infection, or concussion. Unprovoked seizures occur without a known or fixable cause such that ongoing seizures are likely. Unprovoked seizures may be exacerbated by stress or sl ... [...More Info...]       [...Related Items...]     OR:     [Wikipedia]   [Google]   [Baidu]   |
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Tantrum
A tantrum, temper tantrum, lash out, meltdown, fit or hissy fit is an emotional outburst, usually associated with those in emotional distress, that is typically characterized by stubbornness, crying, screaming, violence, defiance, angry ranting, a resistance to attempts at pacification, and, in some cases, hitting and other physically violent behavior. Physical control may be lost; the person may be unable to remain still; and even if the "goal" of the person is met, they may not be calmed. Throwing a temper tantrum can lead to a child getting detention or being suspended from school for older school age children. A tantrum may be expressed in a tirade: a protracted, angry speech. In early childhood Tantrums are one of the most common forms of problematic behavior in young children but tend to decrease in frequency and intensity as the child gets older. For a toddler, tantrums can be considered as normal, and even as gauges of developing strength of character. While tantru ... [...More Info...]       [...Related Items...]     OR:     [Wikipedia]   [Google]   [Baidu]   |
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Lightbulb Socket
A lightbulb socket, lightbulb holder, light socket, lamp socket or lamp holder is a device which mechanically supports and provides electrical connections for a compatible electric lamp base. Sockets allow lamps to be safely and conveniently replaced (re-lamping). There are many different standards for lampholders, including early ''de facto'' standards and later standards created by various standards bodies. Many of the later standards conform to a general coding system in which a socket type is designated by a letter or abbreviation followed by a number. The most common type of sockets for mains electricity are Edison screws, used in continental Europe and North America, while bayonet mounts dominate in the Commonwealth countries, except Canada, and in the automotive industry. Fluorescent lamps typically require a two-pin, unthreaded socket. Not all lamps require a socket. For example, some miniature lamps have wire leads suitable for direct connection to screw terminals or ... [...More Info...]       [...Related Items...]     OR:     [Wikipedia]   [Google]   [Baidu]   |
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Fitting's Theorem
Fitting's theorem is a mathematical theorem proved by Hans Fitting. It can be stated as follows: :If ''M'' and ''N'' are nilpotent normal subgroups of a group ''G'', then their product ''MN'' is also a nilpotent normal subgroup of ''G''; if, moreover, ''M'' is nilpotent of class ''m'' and ''N'' is nilpotent of class ''n'', then ''MN'' is nilpotent of class at most ''m'' + ''n''. By induction it follows also that the subgroup generated by a finite collection of nilpotent normal subgroups is nilpotent. This can be used to show that the Fitting subgroup of certain types of groups (including all finite groups) is nilpotent. However, a subgroup generated by an ''infinite'' collection of nilpotent normal subgroups need not be nilpotent. Order-theoretic statement In terms of order theory, (part of) Fitting's theorem can be stated as: :The set of nilpotent normal subgroups form a lattice of subgroups. Thus the nilpotent normal subgroups of a ''finite'' group also form a bounded lattice, ... [...More Info...]       [...Related Items...]     OR:     [Wikipedia]   [Google]   [Baidu]   |