Holocene The Baalburge group is a variant of the Funnelbeaker culture , ca. 3800&mdash 3500 BC, of the upper and central Elbe River catchment. It has been pointed to as an intrusive hybrid culture deriving ultimately from the steppe, and within the context of the Kurgan hypothesis as put forth by Marija Gimbutas and her followers, it is therefore a presumptively Indo European languages Indo European speaking culture. Their remains are entirely from inhumation s, of which about 200 are known. These were in barrows , which could include multiple later insertions. The primary grave could be in a stone cist , with hybrid grave offerings typical corded ware pottery is found with examples from the more easterly and southerly Baden culture as well as the Bodrogkerszt r culture . The body is alleged to have been in a typically Yamna culture Yamna position, that is, flexed on their right side. These gravesites often display reuse by later cultures, including the Globular Amphora culture and the Unetice culture , but the placement of the hands over the mouth in an eating gesture is alien to authentic kurgan sites. Further against the identification with the Kurgan culture, is the fact that typical steppe kurgans are not in evidence, and that comparative anatomy suggests the deceased came from a locally derived population, and not from the east. They also do not display the extreme use of ochre found in eastern burials. Mallory prefers to see this as locally derived. Notes references Sources J. P. Mallory , Baalbergegroup , Encyclopedia of Indo European Culture , Fitzroy Dearborn, 1997. Holocene epoch Category Ancient peoples Category Archaeological cultures Category Indo European Category Encyclopedia of Indo European Culture Category History of Anhalt de Baalberger Kultur lt Balbergo kult ra ru ... more details
Infobox German location Art Stadtteil Town Bernburg image photo Wappen Baalbergewappen.png lat deg 51 lat min 46 lat sec 0 lon deg 11 lon min 48 lon sec 0 Lageplan Baalberge in SLK.png Lageplanbeschreibung Location of Baalberge within Salzlandkreis Bundesland Sachsen Anhalt Landkreis Salzlandkreis H he 72 Fl che 9.64 Einwohner 1405 Stand 2006 12 31 PLZ 06408 Vorwahl 03471 Kfz SLK Baalberge is a village and a former municipality in the district Salzlandkreis , in Saxony Anhalt , Germany . Since 1 January 2010, it is part of the town Bernburg . Category Villages in Saxony Anhalt Salzlandkreis geo stub da Baalberge de Baalberge eo Baalberge it Baalberge nl Baalberge pl Baalberge ro Baalberge ru vi Baalberge vo Baalberge ... more details
T group can refer to T group mathematics , a mathematical structure. T group social psychology , a group of people learning about human behaviour by interacting with each other. disambig ... more details
The Group may refer to The Group novel , by Mary McCarthy The Group film , by Sidney Lumet, based on the book The Group literature , a group of British poets of the late 1950s and early 1960s The Group theater , a theatrical company formed in 1964 The Group play , a play by Mercy Otis Warren of 1775 The Group commune , an intentional community based on G. I. Gurdjieff Gurdjieff s Fourth Way The Group, a collection of non player characters in The Legend of Zelda Twilight Princess The Group TV series , an Australian situation comedy series produced by Cash Harmon Television for ATN7 in 1971 disambig ... more details
Wiktionary group TOCright A group is a number of things or persons being in some relation to one another. Mathematics Group mathematics , a set together with a binary operation satisfying certain algebraic conditions Group theory , the study of groups Group action , a way of describing the symmetries of objects using groups Group isomorphism , a one to one correspondence function between two groups which respects the given group operations Group object , a kind of generalization of a group which is built on more complicated structures than sets Science Chemistry Functional group , a functional entity consisting of certain atoms whose presence provides a certain property to a molecule Group periodic table , a column in the periodic table of chemical elements Biology Cultivar group , a formal classification category in the International Code of Nomenclature for Cultivated Plants ICNCP Group ... , a small number of galaxies near each other Local Group , the group containing the Milky Way Galaxy Other Group delay and phase delay a set of lens optics lens es stacked together Group stratigraphy , in geology, a lithostratigraphy lithostratigraphical unit a group consists of formations, or rock stratum strata . Business Business group , a legal entity comprising several companies Sociology Social group s, a description of various human groups Peer group Working group Interest groupGroup action sociology Group behaviour Group dynamics Group narcissism Computing and the internet Group computing , a collection of users or other objects Group identifier Unix Group editor , a program that allows many people to edit a shared document over a computer network Usenet newsgroup Military Army groupGroup air force , an air force formation Group Captain Other uses Breed Groups dog , the group or category to which breeds of dogs are assigned by kennel clubs Group auto racing , a category of car allowed to compete in auto racing . Group insurance covering people with common characteristics A musical ... more details
about the third millennium BC Nubian culture the type of mathematical group A group A Group is the designation for a distinct culture that arose between the Cataracts of the Nile First and Nile Second Cataracts of the Nile in Nubia between the Ancient Egypt Egyptian 1st dynasty and the 3rd millennium BC. The A Group settled on very poor land with scarce natural resources, yet they became the first Nubia ns to develop agriculture . This culture was one of the two important kingdoms in Lower Nubia . Artefacts from this culture were discovered in 1907 by Egyptologist George A. Reisner . A Group royal tombs were found to be two centuries older than those of the Egyptians . It is believed that the Egyptians developed their grave site customs for honouring pharaoh s from Central Africa . The A Group had strong beliefs in the afterlife. A great deal of time was put into their cemeteries and funerals. The dead were placed in burial mounds with their bodies facing the West. Grave good s such as jewellery , pottery, stone bowls, linen cloth, copper tools, and cosmetic palette s were found on or near bodies. By 3200 BC, the A group was known for their mediation of the increased trade between Egypt and the distinct South. However, the relationship with Egypt would not last. Archaeologist s believe from their records that Egypt raided Lower Nubia towards the end of their existence. They took seven thousand captives and 200,000 cattle. External links http www.ancientsudan.org history 02 cultures.htm Early States and the A Group Proto Kingdom http www.arkamani.org arkamani library neolithic a group variation.htm Regional variations in the so called A Group Culture of Lower Nubia Category Ancient peoples Category Nubia Category Ancient Egyptian palettes de A Gruppe hu A csoport ... more details
Otheruses4 a type of mathematical group the third millennium BC Nubian culture A Group In mathematics , in the area of abstract algebra known as group theory , an A group is a type of group that is similar to abelian group s. The groups were first studied in the 1940s by Philip Hall , and are still studied today. A great deal is known about their structure. Definition An A group is a finite group mathematics group with the property that all of its Sylow subgroup s are abelian group abelian . History The term A group was probably first used in harv Hall 1940 loc Sec. 9 , where attention was restricted ... Every subgroup , quotient group , and direct product of groups direct product of A groups are A groups. Every finite abelian group is an A group. A finite nilpotent group is an A group if and only if it is abelian. The Dihedral group of order 6 symmetric group on three points is an A group that is not abelian. Every group of square free order is an A group. In fact a Z group. The derived length of an A group can be arbitrarily large, but no larger than the number of distinct prime divisors ... A group has a unique maximal abelian normal subgroup harv Hall 1940 . I think this is soluble specific, can someone provide an insoluble counterexample? The Fitting subgroup of a solvable group solvable A group is equal to the direct product of the center group theory centers of the terms of the derived ... form in harv Huppert 1967 loc Kap. VI, Satz 14.8 . A non abelian finite simple group is an A group if and only if it is isomorphic to the Janko group J1 first Janko group or to Projective special linear group PSL 2, q where q 3 and either q 2 sup n sup or q 3,5 mod 8, as shown in harv Walter 1969 . All the groups in the variety generated by a finite group are finitely approximable group finitely approximable if and only if that group is an A group, as shown in harv Ol anski 1969 . Like Z group Groups whose Sylow subgroups are cyclic Z groups , whose Sylow subgroups are cyclic, A groups ... more details
otheruses In relation to motorsport governed by the F d ration Internationale de l Automobile FIA , Group .... In contrast to the short lived Group B and Group C , the Group A referred to production derived vehicles limited in terms of power, weight, allowed technology and overall cost. Group A was aimed at ensuring a large number of privately owned entries in races. Group A was introduced by the FIA in 1982 to replace the outgoing Group 2 as modified touring cars , while Group N would replace Group 1 ... Touring Car Championship , Group A consisted of three divisions, Division 3 for cars over ... width were dependent on the car s engine size. Group A stopped being used in touring car racing ... being up against Group C , former race modified roadcars and specially developed racers, like the Toyota ... Group A or Group 3A as it was officially designated in Australia ref CAMS 1988 CAMS Manual of Motor Sport, Group 3A Touring Cars Specifications, pages 228 233 ref with a new formula for Australian ... races still use Group A as a Touring Car class across Europe. Rallying Image Mitsubishi LancerEvo ... M kinen Edition. Under Group A in the World Rally Championship , the cars used were modified road ... and dirt roads and even snow ice covered roads on some rallies held in northern Europe. Group ... 2000 . The last WRC car to use the old Group A homologation requirement was the Mitsubishi Lancer Evolution ... evaluated for rallying in the WRC for 2011. Series that used the Group A formula Australian ... VK Commodore Holden Commodore VK and Holden VK Commodore VK Commodore Group A SS col break width 33 Holden VL Commodore Holden Commodore VL Group A SS and Holden VL Commodore SS Group A SV VL Commodore SS Group A SV Holden VN Commodore Holden Commodore VN Group A SS Isuzu Gemini Holden Gemini Honda ... External links http homepage.mac.com frank de jong Pages part5.html Frank de Jong s Group A ETCC section Class of Auto racing Category FIA Category Rally cars Group A Category Touring car racing ... more details
Primarysources date February 2008 Infobox musical artist See Wikipedia WikiProject Musicians Name S br Img Img capt Img size Landscape Background temporary Birth name Alias Group S, Supreme Born Died Origin Seoul , South Korea Instrument Genre K pop , R&B Occupation Years active 2003 Label SM Entertainment Associated acts SMTown , H.O.T. , Shinhwa URL http star.ilikepop.com starhome s Official Site Current members Kangta br Lee Ji Hoon br Shin Hye Sung Past members Notable instruments S was a South Korea n project group consisting of three members Kangta , Lee Ji Hoon and Shin Hye Sung . The group was active only in 2003, under the SM Entertainment label. History Before debuting together as group S , all three members were successful artists. Their first album was Fr.In.Cl , which stands for Friends in Classic . All about the same age, they are close friends and have a steadily growing fan base in Japan . Member histories Kangta Kangta was a member of teenage idol group H.O.T. . Kangta was a main vocalist for H.O.T. until the group disbanded in 2001. He accepted a lucrative offer from SM Entertainment and continued his musical career, releasing solo albums which consisted of mainly ballads but also occasionally contained dance tracks. Shin Hye Sung Shin Hye Sung made his debut in the Korean music industry in popular boy band Shinhwa in 1998 as the main vocalist. He continues to perform together with Shinhwa for over ten years. Since 2005 he has also released 3 solo albums of his own and is the most successful of the Shinhwa members who have released solo albums. Lee Ji Hoon Lee Ji Hoon debuted in 1996 as a solo artist when he was still in high school. His first album was a hit, it placed him at the top of the k pop charts and so became quite popular. In 2001, he released his 4.5th album in which contained Inyoung Doll , a ballad which he performed as a duet with Shin Hye Sung. Inyoung was composed specifically for them by Kangta who played the piano during the ... more details
for the Swedish space project Prisma Infobox Company company name S Group company logo company type Cooperative foundation 1904 location city Helsinki location country Finland key people Arto Hiltunen small chair official Chairman of the board of directors board small industry Retail , Horeca products Groceries, hardware, consumer durables, services. revenue 10.544 1000000000 number billion small 2007, including subsidiaries small br 7.813 1000000000 number billion small 2007, excluding subsidiaries small ref name S ryhm ja SOK yhtym 2007 Kansi http www.digipaper.fi sok yhtyma 12168 S ryhm ja SOK yhtym 2007 Kansi Bot generated title ref net income 58 1000000 number million small 2007, excluding subsidiaries small ref name S ryhm ja SOK yhtym 2007 Kansi num employees 35,899 small 2007 small ref name S ryhm ja SOK yhtym 2007 Kansi homepage http www.s kanava.fi www.s kanava.fi intl yes The S Group lang fi S ryhm is a Finland Finnish retail ing cooperative organisation, founded in 1904. It consists of 22 regional cooperatives operating all around Finland in the market s for groceries ... organisation is Suomen Osuuskauppojen Keskuskunta SOK . The group has businesses in Finland , Estonia ... spent in S Group stores, Bonus is paid back to the client into the account at S Bank. The Bonus ... co operatives The S Group consists of 22 regional co operative enterprises and 13 local co operative .... ref name SOK2007 http www.digipaper.fi sok yhtyma 13324 ref Supermarkets The S Group operates ... providing additional services. This is the largest of the S Group s supermarket chains, with nearly ... 39 . ref name SOK2007 The S Group s supermarkets retail the general private brand Rainbow , the no frills Hyv Ostos good purchase and the international Coop label. The S Group has grown significantly in Finland in recent years, growing both organically and by acquisition. Other fields The S Group ... for Peugeot . S Bank The S Group operates Finland s first so called supermarket bank , the S Bank ... more details
In mathematical group theory, the automorphism group of a free group is a discrete group mathematics group of automorphism s of a free group . The quotient by the inner automorphisms is the outer automorphism group of a free group , which is similar in some ways to the mapping class group of a surface . Presentation Harvtxt Nielsen 1924 showed that the automorphism defined by the elementary Nielsen transformation s generates the full automorphism group of a finitely generated free group. Nielsen, and later Bernhard Neumann used these ideas to give finitely presented group finite presentations of the automorphism group s of free groups. This is also described in Harv Magnus Karrass Solitar 2004 loc Th 3.2 p 131 . The automorphism group of the free group with ordered basis x sub 1 sub , , x sub n sub is generated by the following 4 elementary Nielsen transformations Switch x sub 1 sub and x sub 2 sub Cyclically permute x sub 1 sub , x sub 2 sub , , x sub n sub , to x sub 2 sub , , x sub n sub , x sub 1 sub . Replace x sub 1 sub with x sub 1 sub sup 1 sup Replace x sub 1 sub with x sub 1 sub x sub 2 sub These transformations are the analogues of the elementary row operations . Transformations of the first two kinds are analogous to row swaps, and cyclic row permutations. Transformations of the third kind correspond to scaling a row by an invertible scalar. Transformations of the fourth kind correspond to row additions. Transformations of the first two types suffice to permute the generators in any order, so the third type may be applied to any of the generators, and the fourth type to any pair of generators. Nielsen gave a rather complicated finite presentation using these generators ... title Combinatorial Group Theory publisher Dover Publications location New York isbn 978 0 486 43830 ... Group Theory, Part I Haifa, 2000 url http www.math.cornell.edu vogtmann papers Autosurvey autosurvey.pdf ... group theory ... more details
November Group may refer to November Group German a 1918 German political group of artists November Group band a Boston based music group disambig ... more details
In mathematics, complex group may refer to An archaic name for the symplectic group Complex reflection group A complex algebraic group A complex Lie group mathdab ... more details
A primary group may refer to In mathematics, a special kind of group a p primary group p primary group , also called simply p group or a primary cyclic group , which is a p primary, cyclic group. In sociology, a primary and secondary groups primary group as opposed to secondary group . disambig sk Prim rna skupina ... more details
In mathematics , in the field of group theory , a T group is a group mathematics group in which the property of normal subgroup normality is transitive, that is, every subnormal subgroup is normal. Here are some facts about T groups Every simple group is a T group. Every abelian group is a T group. Every Hamiltonian group is a T group. Every nilpotent group nilpotent T group is either abelian or Hamiltonian, because in a nilpotent group, every subgroup is subnormal. Every solvable group solvable T group is metabelian group metabelian . Every normal subgroup of a T group is a T group. Every homomorphic image of a T group is a T group. References Citation last1 Robinson first1 Derek J.S. title A Course in the Theory of Groups publisher Springer Verlag location Berlin, New York isbn 978 0 387 94461 6 year 1996 DEFAULTSORT T Group Mathematics Category Group theory Category Properties of groups fi T ryhm ... more details
Hypoabelian group is an archaic name for an orthogonal group over a field of characteristic 2. A hypoabelian group can mean a group whose perfect core is trivial mathdab ... more details
In group theory , the phrase Suzuki group refers to The Suzuki sporadic group . One of a family of group of Lie type simple groups of Lie type discovered by Suzuki see Suzuki Ree groups mathdab Category Group theory ... more details
In mathematics , in the realm of group theory , stability group of normal series subnormal series is the group of automorphisms that act as identity on each quotient group . algebra stub Category Group theory ... more details
N group category theory n group category theory N group finite group theory , a finite group all of whose local subgroups are solvable. mathdab ... more details
Group 3 may refer to Group 3 element an chemical element element classification Group 3 racing an FIA classification for auto racing Fax GroupGroup 3 image format Group 3 & Group 4 are digital Technical standard standards for Image compression compressing and sending Fax faxes . disambig ... more details
In group theory , an area of mathematics , an infinite group is a group mathematics group , of which the forgetful functor underlying set contains an infinite set infinite number of element mathematics element s. Examples R , Lie group General linear group Category Group theory de Unendliche Gruppe nl Oneindige groep ... more details
Marxist Group may refer to Marxist Group Germany Marxist Group Ger. Marxistische Gruppe , a West German communist organization active in the 1970s and 1980s Marxist Group UK Marxist Group , an early Trotskyist group in the United Kingdom Marxist Group may also refer to International Marxist Group , a Trotskyist political party in Britain between 1964 and 1987 International Marxist Group Germany International Marxist Group Ger. Gruppe Internationale Marxisten , a Trotskyist group in West Germany Revolutionary Marxist Group , a Trotskyist political organization in Canada in the 1970s Revolutionary Marxist Group Ireland Revolutionary Marxist Group , a Trotskyist organization in Ireland during the 1970s disambig ... more details
The term Group 2 may refer to Alkaline earth metal , a chemical element classification Astronaut Group 2 , also known as The New Nine, the second group of astronauts selected by NASA in 1962 Group 2 racing , an FIA classification for cars in auto racing and Rally racing that preceded Group A Fax GroupGroup 2 fax machine Group 1 & Group 2 are obsolete analog standards for sending faxes Group of Two , a proposed informal special relationship between the United States and the People s Republic of China disambig ... more details
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