Samantha912/NLP_A2_WTH huggingface dataset:
Assaf Naor (born May 7, 1975) is an Israeli American and Czech  mathematician, computer scientist, and a professor of mathematics at Princeton University.

Academic career
Naor earned a baccalaureate from Hebrew University of Jerusalem in 1996 and a doctorate from the same university in 2002, under the supervision of Joram Lindenstrauss. He worked at Microsoft Research from 2002 until 2007, with an affiliated faculty position at the University of Washington, and joined the NYU faculty in 2006.

Research

Naor's research concerns metric spaces, their properties, and related algorithms, including improved upper bounds on the Grothendieck inequality, applications of this inequality, and research on metrical task systems.

Awards and honors
Naor won the Bergmann award of the United States – Israel Binational Science Foundation in 2007, and the Pazy award of the BSF in 2011. In 2012 he was one of four faculty winners of the Leonard Blavatnik Award of the New York Academy of Sciences, given to young scientists and engineers in New York, New Jersey, and Connecticut.

He won the Salem Prize in 2008 for "contributions to the structural theory of metric spaces and its applications to computer science", and in the same year was given a European Mathematical Society Prize (one of ten awarded to outstanding younger mathematicians). He won the Bôcher Memorial Prize in 2011 "for introducing new invariants of metric spaces and for applying his new understanding of the distortion between  various metric structures to theoretical computer science". In 2012 he became a fellow of the American Mathematical Society.
He received the Nemmers Prize in Mathematics in 2018 and in 2019 the Ostrowski Prize.

He gave an invited talk at the International Congress of Mathematicians in 2010, on the topic of "Functional Analysis and Applications".

References

1975 births
Living people
20th-century American mathematicians
Czech mathematicians
Israeli mathematicians
Czech computer scientists
Israeli computer scientists
American computer scientists
Theoretical computer scientists
Einstein Institute of Mathematics alumni
Courant Institute of Mathematical Sciences faculty
Fellows of the American Mathematical Society
Functional analysts
Princeton University faculty
New York University faculty
21st-century American mathematicians
Irving Ralph "Red" Pearlman (July 31, 1898 – November 28, 1985) was an American football tackle who played five seasons of professional football. He played for the Ohio League (OL) and National Football League (NFL) Cleveland Tigers, the independent Douglas Independents, the independent Bradley Eagles, and the National Football League (NFL) Rochester Jeffersons, appearing in between 17 and 18 NFL games.

Biography
Red Pearlman was born on July 31, 1898, in Pittsburgh, Pennsylvania. He went to Fifth Avenue High School and attended college at the University of Pittsburgh. He was a standout basketball and football player for their team, the Panthers. Pearlman was part of the undefeated 1917 team under coach Pop Warner. He became ineligible to return in 1918 after playing in a basketball game using another name, violating the rules. In 1919, he played for the Ohio League team the Cleveland Tigers. He appeared in 8 games, 7 as a starter at the tackle position. He played for two teams in 1920: the Cleveland Tigers of the newly formed American Professional Football Association (now National Football League), and the independent Douglas Independents. With Douglas, he served as a player-coach in multiple games. In November of '20, Douglas played against the Ohio All-Stars, which had coach Elgie Tobin, halfback Fritz Pollard, and several players Tobin had acquired from Jim Thorpe. In the game, Pearlman and his teammates were able to shut out the All-Stars, 21 to 0. In 1921, he returned to the Tigers and played in 8 games, starting all 8. He would play for the independent Bradley Eagles before retiring in 1923. He came out of retirement in 1924 and played his final season with the Rochester Jeffersons. With Rochester, he played in 2 games, starting 1. After his professional career he worked as a dentist. He died on November 28, 1985, in Hollywood, Florida. He was 87 and died of heart failure.

References

1898 births
1985 deaths
Pittsburgh Panthers football players
Pittsburgh Panthers men's basketball players
Cleveland Tigers (NFL) players
Rochester Jeffersons players
Players of American football from Pittsburgh
Rilla Mill () is a village in Cornwall, England. It is about one and half miles west of Linkinhorne.

References

Villages in Cornwall
Toninelli is an Italian surname. Notable people with the surname include:
 Cristina Toninelli, Italian mathematician
 Danilo Toninelli (born 1974), Italian politician
 Dario Toninelli (born 1992), Italian footballer
 Marcello Toninelli (born 1950), Italian comics writer

Italian-language surnames
12 Squadron, No. 12 Squadron or 12th Squadron may refer to:

 No. 12 Squadron RAAF, a unit of the Royal Australian Air Force
 No. 12 Squadron (Finland), a unit of the Finnish Air Force
 12 Squadron SAAF, a unit of the South African Air Force
 No. 12 Squadron SLAF, a unit of the Sri Lankan Air Force
 No. 12 Squadron RAF, a unit of the United Kingdom Royal Air Force
 12th Reconnaissance Squadron, a unit of the United States Air Force
 12th Fighter Squadron, a unit of the United States Air Force
 12th Missile Squadron, a unit of the United States Air Force
 12th Airborne Command and Control Squadron, a unit of the United States Air Force
 Attack Squadron 12 (VA-12), a unit of the United States Navy
 VFC-12 (Fighter Squadron Composite 12), a unit of the United States Navy
 Marine Aviation Logistics Squadron 12, a unit of the United States Marine Corps

See also
 XII Corps (disambiguation)
 12th Division (disambiguation)
 12th Brigade (disambiguation)
 12th Battalion (disambiguation)
Anievas is a municipality located in the autonomous community of Cantabria, Spain. According to the 2007 census, the city has a population of 12.919 inhabitants. Its capital is Cotillo.

Towns
Barriopalacio
Cotillo (Capital)
Calga
Villasuso

References

External links

Municipalities in Cantabria
In abstract algebra, specifically the theory of Lie algebras, Serre's theorem states: given a (finite reduced) root system , there exists a finite-dimensional semisimple Lie algebra whose root system is the given .

Statement 
The theorem states that: given a root system  in a Euclidean space with an inner product ,  and a base  of , the Lie algebra  defined by (1)  generators  and (2) the relations

,
,
,
.
is a finite-dimensional semisimple Lie algebra with the Cartan subalgebra generated by 's and with the root system .

The square matrix  is called the Cartan matrix. Thus, with this notion, the theorem states that, give a Cartan matrix A, there exists a unique (up to an isomorphism) finite-dimensional semisimple Lie algebra  associated to . The construction of a semisimple Lie algebra from a Cartan matrix can be generalized by weakening the definition of a Cartan matrix. The (generally infinite-dimensional) Lie algebra associated to a generalized Cartan matrix is called a Kac–Moody algebra.

Sketch of proof 
The proof here is taken from  and .
Let  and then let  be the Lie algebra generated by (1) the generators  and (2) the relations:
,
, ,
.

Let  be the free vector space spanned by , V the free vector space with a basis  and  the tensor algebra over it. Consider the following representation of a Lie algebra:

given by: for ,

, inductively,
, inductively.
It is not trivial that this is indeed a well-defined representation and that has to be checked by hand. From this representation, one deduces the following properties: let  (resp. ) the subalgebras of  generated by the 's (resp. the 's).
 (resp. ) is a free Lie algebra generated by the 's (resp. the 's).
As a vector space, .
 where  and, similarly, .
(root space decomposition) .

For each ideal  of , one can easily show that  is homogeneous with respect to the grading given by the root space decomposition; i.e., . It follows that the sum of ideals intersecting  trivially, it itself intersects  trivially. Let  be the sum of all ideals intersecting  trivially. Then there is a vector space decomposition: . In fact, it is a -module decomposition. Let
.
Then it contains a copy of , which is identified with  and
 
where  (resp. ) are the subalgebras generated by the images of 's (resp. the images of 's).

One then shows: (1) the derived algebra  here is the same as  in the lead, (2) it is finite-dimensional and semisimple and (3) .

References 

Theorems about algebras
Lie algebras
Good enough parent is a concept deriving from the work of Donald Winnicott, in his efforts to provide support for what he called "the sound instincts of normal parents...stable and healthy families".

An extension of his championship of the "ordinary good mother...the devoted mother", the idea of the good enough parent was designed on the one hand to defend the ordinary mother and father against what Winnicott saw as the growing threat of intrusion into the family from professional expertise; and on the other to offset the dangers of idealisation built into Kleinian articulations of the 'good object' and 'good mother', by stressing instead the actual nurturing environment provided by the parents for the child.

Disillusionment
A key function of good enough parenting is to provide the essential background to allow for the growing child's disillusionment with the parents and the world, without destroying their appetite for life and ability to accept (external and internal) reality. By surviving the child's anger and frustration with the necessary disillusionments of life, the good enough parents would enable their child to relate to them on an ongoing and more realistic basis. As Winnicott put it, it is "the good-enough environmental provision" which makes it possible for the offspring to "cope with the immense shock of loss of omnipotence". Failing such provision, family interactions may be based on a fantasy bond, in a retreat from genuine relating that fosters the false self and undercuts the ongoing ability to use the parents to foster continuing emotional growth offered by the good enough parents.

See also

References

Further reading
 Bruno Bettelheim, A Good Enough Parent (London 1987)

External links 
 A good enough parent
 Jennifer Johns, 'Good-Enough Mother'

Childhood
Object relations theory
Aspartate—tRNAAsn ligase (, nondiscriminating aspartyl-tRNA synthetase) is an enzyme with systematic name L-aspartate:tRNAAsx ligase (AMP-forming). This enzyme catalyses the following chemical reaction

 ATP + L-aspartate + tRNAAsx  AMP + diphosphate + aspartyl-tRNAAsx

The 3 substrates of this enzyme are ATP, L-asparagine, and tRNAAsx, whereas its 3 products are AMP, diphosphate, and asparaginyl-tRNAAsx.

When this enzyme acts on tRNAAsp, it catalyses the same reaction as EC 6.1.1.12, aspartate---tRNA ligase. It has, however, diminished discrimination, so that it can also form aspartyl-tRNAAsn. This relaxation of specificity has been found to result from the absence of a loop in the tRNA that specifically recognizes the third position of the anticodon [1]. This accounts for the ability of this enzyme in, for example, Thermus thermophilus, to recognize both tRNAAsp (GUC anticodon) and tRNAAsn (GUU anticodon). The aspartyl-tRNAAsn is not used in protein synthesis until it is converted by EC 6.3.5.6, asparaginyl-tRNA synthase (glutamine-hydrolysing), into asparaginyl-tRNAAsn.

This enzyme belongs to the family of ligases, to be specific those forming carbon-oxygen bonds in aminoacyl-tRNA and related compounds.  The systematic name of this enzyme class is L-asparaginyl:tRNAAsx ligase (AMP-forming). This enzyme is also called nondiscriminating asparaginyl-tRNA synthetase.  This enzyme participates in alanine and asparagine metabolism.

References 

EC 6.1.1
Enzymes of unknown structure
106 Aquarii, abbreviated 106 Aqr, is a single star in the equatorial constellation of Aquarius. 106 Aquarii is the Flamsteed designation, and it also bears the Bayer designation i1 Aquarii. It has an apparent visual magnitude of +5.2, making it bright enough to be viewed from the suburbs according to the Bortle Dark-Sky Scale. An annual parallax shift of 8.61 milliarcseconds yields an estimated distance of around  from Earth.

The spectrum of this star fits a stellar classification of B9 V, indicating this is a B-type main sequence star. It is spinning rapidly with a projected rotational velocity of 328 km/s. The star has 3 times the mass of the Sun and is radiating 152 times the Sun's luminosity from its photosphere at an effective temperature of 11,555 K. X-ray emission with a luminosity of  has been detected from this star. This is unusual since a B-type star normally does not have any significant X-ray emission. Instead, it may have an undetected lower mass companion.

References

External links
Aladin previewer, image
Aladin sky atlas, image

Aquarius (constellation)
Aquarii, i1
Aquarii, 106
B-type main-sequence stars
117089
222847
8998
BD-19 6500
Sriram Panda (, born c. 1954) is an Indian actor, director and a screenplay writer of ollywood industry .hailing from the Nabarangpur district, Odisha, India. He was widely known for his natural acting, gentle dialogue dilevery and his discipline. Also he formally known for his dashing look considering him as a replica of the first Indian superstar Rajesh Khanna among the Ollywood industry.

Career
Sriram Panda started his film career in Dhir Biswal's Dharitri directed by Nitai Palit in 1972, which was a success. In 1975 he starred in the lead role of Jajabara directed by Trimurti which was a huge hit & is still regarded as one of the classic films to be ever made in Odia film industry. A coloured version of Jajabara was later released which garnered high popularity among the masses. In 1976 he starred in 6 films 4 of which were commercially successful. He emerged as Superstar of Odisha in the 1980s and 1990s. In 1992, at the peak of his career, he quit the film industry to join the Bihar School of Yoga at Munger in Bihar as a Yoga preacher and renamed himself Swami Nitya Chaitanya.

He wrote, directed, and produced the movie Kurukshetra (1988).

Filmography

References

External links
 

Living people
Ollywood
Male actors in Odia cinema
20th-century Indian male actors
1954 births
Male actors from Odisha
Oruza divisa is a species of moth of the family Erebidae first described by Francis Walker in 1862. It is found in Asia, including Hong Kong, Sri Lanka, Sulawesi, Taiwan, Japan and in Africa south of the Sahara, including Indian Ocean islands.

Description
The wingspan is 16–20 mm. The body is red brown or black brown. Its head is blackish or chestnut. Thorax and costal area of the forewings are pure white, or suffused with reddish ochreous. Sub-apical markings absent, the fascia being continued to the margin.

Gallery

References

Boletobiinae
Moths described in 1862
Lepidoptera of Cameroon
Moths of Madagascar
Lepidoptera of West Africa
Moths of Asia
Moths of Japan
Moths of Mauritius
Lepidoptera of Gabon
Moths of Réunion
Moths of Sub-Saharan Africa
The Herts and Essex Hospital, more formally known as The Herts and Essex Community Hospital, is a community hospital in Bishop's Stortford, Hertfordshire. It is managed by the Princess Alexandra Hospital NHS Trust.

History
The hospital was established as an infirmary for the local Public Assistance Institute in 1939. During the Second World War, using temporary prefabricated buildings so as to increase its capacity to 900 beds, it was transformed into a hospital for servicemen. The hospital joined the National Health Service in 1948 and, following further expansion, its capacity was increased to 1,900 beds. Following cut-backs, the accident and emergency department closed in November 1990 and inpatient services transferred to the Princess Alexandra Hospital in Harlow in April 1995. In 2001 a new community hospital was procured for the site under a Private Finance Initiative contract. The new facility, which was built at a cost of £15 million, opened in 2003.

Services
The hospital provides a range of services and has a minor injuries unit on site.

See also
 List of hospitals in England

References

External links
NHS Choices: Herts and Essex Hospital

Hospitals in Hertfordshire
Hospital buildings completed in 2003
NHS hospitals in England
Apala (or akpala) is a music genre originally developed by the Yoruba people of Nigeria, during the country's history as a colony of the British Empire. It is a percussion-based style that originated in the late 1930s. The rhythms of apala grew more complex over time, and have influenced the likes of Cuban music, whilst gaining popularity in Nigeria. It has grown less religious centered over time.

Instruments include a rattle (sekere), thumb piano (agidigbo) and a bell (agogô), as well as two or three talking drums.

Ayinla Omowura and Haruna Ishola - amongst others - were notable performers of apala music, these two icons played a major role in popularising the genre. It is distinct from, older than, and more difficult to master than fuji music. Although fuji music remains one of the popular form of traditional music amongst Yorubas in Nigeria, apala is still very popular amongst Muslims of the Yoruba tribe.

References

20th-century music genres
Popular music
African popular music
Nigerian music
Nigerian styles of music
Yoruba music
Daniel Herrera may refer to:
Danny Herrera (musician) (born 1969), American drummer with Napalm Death and Anaal Nathrakh
Danny Herrera (strongman) (1937–2008), American powerlifter
Daniel Herrera (baseball) (born 1984), American Major League Baseball 
Daniel Herrera (rugby union) (born 1963), Uruguayan rugby union coach
Daniel Rendón Herrera, Colombian drug lord
Daniel (Chino) Herrera, Mexican comedian and actor
WPNH-FM (100.1 MHz) is a commercial radio station located in Plymouth, New Hampshire. The station identifies itself as "100.1 The Planet" and airs active rock peppered with alternative rock and, more recently, classic rock. The station primarily covers the western Lakes Region and southern White Mountains area, though it can be heard as far south as Manchester and as far west as Barre, Vermont.

WPNH-FM originally transmitted from a hilltop in nearby Holderness until the late 1990s when the station's transmitter was moved to the top of Tenney Mountain in Plymouth by new owners.

In January 2013, soon after another rock station in the area was purchased by new owners who immediately stopped broadcasting the show, WPNH-FM became the Central New Hampshire affiliate for The Free Beer and Hot Wings Show. It replaced the station's previous morning show, the locally produced "Daily Planet" hosted by then-music director Annie Biello and newswoman Amy Bates.

On December 29, 2014, shortly after hiring a new music director, the station began incorporating classic rock into its programming while eliminating most of its classic alternative catalog. The station now primarily broadcasts Westwood One's Rock 2.0 music service, peppering in locally selected music on featured shows like Local Outbreak, Out Of The Box and Punch Out.

WPNH-FM's sister stations are WFTN and WFTN-FM in Franklin, WSCY in Moultonborough, and WPNH in Plymouth.

The station does not stream its signal over the internet.

References

External links
Official website

PNH-FM
Active rock radio stations in the United States
Radio stations established in 1975
1975 establishments in New Hampshire
Plymouth, New Hampshire
Kärnten läuft is an annual half marathon road running race around the lake Wörthersee. It starts in Velden am Wörther See and ends in Klagenfurt. It has been held every year since 2002 and typically takes place in August.

Prior to the launch of the competition, a local athletics club, the Klagenfurter Leichtathletik Club, held the Klagenfurter Marathon in the region. It hosted the Austrian national championship race in 1999 and 2001. It was disbanded upon the creation of the Kärnten läuft.

It is one of the most prominent half marathon competitions in Austria, alongside the Mondsee Half Marathon.

Past winners
Key:

Sources

References

External links
Official website 

Half marathons
International athletics competitions hosted by Austria
Recurring sporting events established in 2002
2002 establishments in Austria
The 2008 Women's World Team Squash Championships is the women's edition of the 2008 World Team Squash Championships organized by the World Squash Federation, which serves as the world team championship for squash players. The event were held in Cairo, Egypt and took place from November 30 to December 6, 2008. The tournament was organized by the World Squash Federation and the Egyptian Squash Association. The Egypt team won his first World Team Championships beating the English team in the final.

Participating teams
A total of 19 teams competed from all the five confederations: Africa, America, Asia, Europe and Oceania. For China, it was their first participation at a world team championship.

Seeds

Squads

  England
 Jenny Duncalf
 Alison Waters
 Laura Lengthorn-Massaro
 Tania Bailey

  France
 Camille Serme
 Célia Allamargot
 Maud Duplomb
 Coline Aumard

  Hong Kong
 Annie Au
 Joey Chan
 Leung Shin Nga
 Liu Tsz Ling

  Spain
 Elisabet Sadó Garriga
 Xisela Aranda Núñez
 Stela Carbonell
 Alicia Alvarez Riaza

  Austria
 Birgit Coufal
 Pamela Pancis
 Sandra Polak
 Judith Gradnitzer

  Egypt
 Omneya Abdel Kawy
 Engy Kheirallah
 Raneem El Weleily
 Heba El Torky

  Australia
 Kasey Brown
 Donna Urquhart
 Lisa Camilleri
 Amelia Pittock

  Canada
 Alana Miller
 Runa Reta
 Tara Mullins
 Carolyn Russell

  Japan
 Chinatsu Matsui
 Misaki Kobayashi
 Kozue Onizawa
 Yuki Omiya

  Switzerland
 Gaby Schmohl
 Sara Guebey
 Jasmin Ballman
 Andrea Lanfranconi

  New Zealand
 Shelley Kitchen
 Jaclyn Hawkes
 Louise Crome
 Joelle King

  Ireland
 Madeline Perry
 Aisling Blake
 Laura Mylotte
 Tania Owens

  United States
 Natalie Grainger
 Claire Rein-Weston
 Olivia Blatchford
 Hope Prockop

  Italy
 Manuela Manetta
 Sonia Pasteris
 Chiara Ferrari
 Veronica Favero Camp

  China
 Wu Zhznzhen
 Jiang Li
 Xiu Chen
 Ou Wei

  Malaysia
 Nicol David
 Sharon Wee
 Delia Arnold
 Low Wee Wern

  Netherlands
 Vanessa Atkinson
 Annelize Naudé
 Orla Noom
 Dagmar Vermeulen

  Germany
 Kathrin Rohrmueller
 Pamela Hathway
 Sina Wall
 Not Used

  South Africa
 Farrah Sterne
 Diana Argyle
 Siyoli Lusaseni
 Milnay Louw

Group stage results

Pool A

Pool B

Pool C

Pool D

Finals

Draw

Results

Quarter-finals

Semi-finals

Final

Post-tournament team ranking

See also 
 World Team Squash Championships

References

External links 
Women's World Team Squash Championships 2008 SquashSite Website

World Squash Championships
Squash
W
2008 in women's squash
International sports competitions hosted by Egypt
Squash tournaments in Egypt
Nasa Parqu (Aymara nasa nose, parqu something twisted, "twisted nose", Hispanicized spelling Nazaparco) is a  mountain in the Andes of southern Peru. It is situated in the Tacna Region, Candarave Province, Candarave District. Nasa Parqu lies northwest of the volcano Yukamani and southwest of the mountain Ch'iyar Jaqhi.

References

Mountains of Tacna Region
Mountains of Peru