OpenLLM-France/wikimedia huggingface dataset:
# Matlin

Matlin may refer to:

## Places

* Matlin, Utah, ghost town in the northeastern end of the Great Salt Lake Desert, Utah, United States

## Other uses

* Matlin Patterson Global Advisors, a global distressed securities fund
* Matlin (surname)
# Vint (given name)

Vint is a masculine given name. Notable people with the name include:
* Vint Cerf (born 1943), American computer scientist
* Vint Harper, a fictional character
# Ceanothus sanguineus

Ceanothus sanguineus is a species of shrub in the family Rhamnaceae known by the common name redstem ceanothus. It is native to western North America from British Columbia to Montana to far northern California; it is also known from Michigan. It grows in temperate coniferous forest habitat in forest openings amidst the conifers. This is an erect shrub approaching 3 meters in maximum height. Its stem is red to purple in color, its woody parts green and hairless when new. The deciduous leaves are alternately arranged and up to about 10 centimeters long. They are thin, light green, oval, and generally edged with glandular teeth. The undersides are sometimes hairy. The inflorescence is a cluster of white flowers up to about 12 centimeters long. The fruit is a three-lobed smooth capsule about 4 millimeters long. This shrub is an important food plant for wild ungulates such as the Rocky Mountain Elk, it is browsed eagerly by many types of livestock, and the seed is consumed by many types of animals.
Their roots have nitrogen fixing nodules.
# Boidinella

Boidinella is a genus of fungi in the family Hydnodontaceae. The genus was described in 2011 by mycologist Karen Nakasone to contain B. cystidiolophora (formerly Sistotremella) and the type species B. globulispora (formerly a member of Dendrothele). These species have soft, effused (spread out flat) fruit bodies and spherical to ellipsoid basidiospores that have smooth, hyaline (translucent) and cyanophilous walls. The genus name honors French mycologist Jacques Boidin.
# Dovedale, New Zealand

Dovedale is a settlement in the Tasman District of New Zealand's upper South Island.

## Education

Dovedale School is a co-educational state primary school for Year 1 to 8 students, with a roll of 29 as of August 2024.
# Daniel Raoul

Daniel Raoul (born 28 July 1941) is a member of the Senate of France, representing the Maine-et-Loire department. He is a member of the Socialist Party.
# 5th Military Region (Yemen)

The Fifth Military Region is a military region of Armed Forces of Yemen. Its headquarters locates in Hudaydah Governorate.

## History

The fifth region was established in 2013. As part of the military restructuring, former president Abdrabbuh Mansur Hadi issued a republication decree to divide the military field into seven regions, including the Fifth Military Region. The region is headquartered in Hudaydah city and supervises the military units in Hudaydah and Hajjah Governorates.

## Structure

The region basically consists of 11 military units and brigades, including; 121 Infantry Brigade, 82 Infantry Brigade, 105 Infantry Brigade, 25 Mechanised Infantry Brigade, 2nd Border Guard Brigade.

## Leadership

* Major General Mohammed Rajeh Labwzah (2013–2015)
* Major General Tawfiq al-Qiz (2016– 2017)
* Major General Omar Sajaf ( 24 February 2017– 17 February 2018)
* Major General Yahya Salah (17 February 2018– incumbent)
# Behavior in Public Places

Behavior in Public Places: Notes on the Social Organization of Gatherings is a 1963 book by American sociologist Erving Goffman.
It is one of several books by Goffman which focuses on everyday public interactions. Here he draws distinctions between several types of public gatherings ("gatherings", "situations", "social occasions") and types of audiences (acquainted versus unacquainted). One of its major premises is that face-to-face interactions embody certain rules that follow a certain logic regardless of the occasions in which they occur. Many of the examples in the book are drawn from or contrasted with Erving's earlier experiences as a visiting member of the National Institute of Mental Health in the 1950s.
He also discusses three levels of social interaction: "nonperson treatment: which one person does not acknowledge the presence of another person; "civil inattention", whereby some form of subtle, implicit acknowledgement is provided; and "encounter", which is an explicit engagement.
# Matlis duality

In algebra, Matlis duality is a duality between Artinian and Noetherian modules over a complete Noetherian local ring. In the special case when the local ring has a field mapping to the residue field it is closely related to earlier work by Francis Sowerby Macaulay on polynomial rings and is sometimes called Macaulay duality, and the general case was introduced by Matlis (1958).

## Statement

Suppose that R is a Noetherian complete local ring with residue field k, and choose E to be an injective hull of k (sometimes called a Matlis module). The dual D$_R$(M) of a module M is defined to be Hom$_R$(M,E). Then Matlis duality states that the duality functor D$_R$ gives an anti-equivalence between the categories of Artinian and Noetherian R-modules. In particular the duality functor gives an anti-equivalence from the category of finite-length modules to itself.

## Examples

Suppose that the Noetherian complete local ring R has a subfield k that maps onto a subfield of finite index of its residue field R/m. Then the Matlis dual of any R-module is just its dual as a topological vector space over k, if the module is given its m-adic topology. In particular the dual of R as a topological vector space over k is a Matlis module. This case is closely related to work of Macaulay on graded polynomial rings and is sometimes called Macaulay duality.
If R is a discrete valuation ring with quotient field K then the Matlis module is K/R. In the special case when R is the ring of p-adic numbers, the Matlis dual of a finitely-generated module is the Pontryagin dual of it considered as a locally compact abelian group.
If R is a Cohen–Macaulay local ring of dimension d with dualizing module Ω, then the Matlis module is given by the local cohomology group H$^d$ $_R$(Ω). In particular if R is an Artinian local ring then the Matlis module is the same as the dualizing module.

## Explanation using adjoint functors

Matlis duality can be conceptually explained using the language of adjoint functors and derived categories: the functor between the derived categories of R- and k-modules induced by regarding a k-module as an R-module, admits a right adjoint (derived internal Hom)
    $D(k)\gets D(R):R\operatorname {Hom} _{R}(k,-).$
This right adjoint sends the injective hull $E(k)$ mentioned above to k, which is a dualizing object in $D(k)$. This abstract fact then gives rise to the above-mentioned equivalence.
# Vinstra Station

Vinstra Station is a railway station located at the village of Vinstra in Nord-Fron, Norway. The station is located on the Dovre Line and served express trains to Oslo and Trondheim. The station was opened in 1896 when the Dovre Line was extended from Tretten to Otta.
| Preceding station | | | | Following station |
| Ringebu | Dovre Line | Dovre Line | Dovre Line | Kvam |
| Preceding station | Express trains | Express trains | Express trains | Following station |
| Ringebu | F6 | Oslo S–Trondheim S | | Otta |
# Bobrek concentration camp

Bobrek was a subcamp of Monowitz concentration camp located in or near Bobrek, Lesser Poland Voivodeship, Poland, and was part of the Auschwitz concentration camp complex. It was built by Siemens-Schuckert and held approximately 250-300 prisoners including 50 women who were used as slave labor to produce electrical parts for aircraft and U-boat submarines. The commandant of the camp was SS-Scharführer Hermann Buch.

## Evacuation

Bobrek subcamp was evacuated along with the other camps in the Auschwitz complex on January 18, 1945. The prisoners were sent on a death march to a concentration camp in Gleiwitz, Poland. Many were then transported by rail to Buchenwald concentration camp. While in Buchenwald, the former Bobrek workers were sought out by Siemens-Schuckert executives, who had them transported to the Siemens-Schuckert factory in Siemensstadt, a suburb of Berlin.
# Bothrops affinis

Bothrops affinis may refer to:
* Bothrops atrox, also known as the common lancehead, a venomous pitviper found in South America
* Atropoides nummifer occiduus, also known as the Guatemalan jumping pitviper, a venomous pitviper found in southern Mexico, Guatemala and El Salvador
# Helenów, Gmina Ujazd

Helenów is a village in the administrative district of Gmina Ujazd, within Tomaszów Mazowiecki County, Łódź Voivodeship, in central Poland. It lies approximately 7 kilometres (4 mi) west of Ujazd, 16 km (10 mi) north-west of Tomaszów Mazowiecki, and 33 km (21 mi) south-east of the regional capital Łódź.
# 1986 World Junior Canoe Slalom Championships

The 1986 ICF World Junior Canoe Slalom Championships were the inaugural edition of the ICF World Junior Canoe Slalom Championships. The event took place in Spittal an der Drau, Austria from 16 to 20 July 1986 under the auspices of the International Canoe Federation (ICF).
Three medal events took place. No C2 event or team events were held.

## Medal summary
### Men
#### Canoe

| Event | Gold | Gold | Silver | Silver | Bronze | Bronze |
| C1 | Jed Prentice (USA) | 197.71 | Boštjan Žitnik (YUG) | 210.73 | Karel Kaufmann (FRG) | 215.50 |

#### Kayak

| Event | Gold | Gold | Silver | Silver | Bronze | Bronze |
| K1 | Marko Černe (YUG) | 184.07 | Ian Wiley (IRL) | 186.87 | Tomaž Štokelj (YUG) | 187.99 |

### Women
#### Kayak

| Event | Gold | Gold | Silver | Silver | Bronze | Bronze |
| K1 | Anouk Loubie (FRA) | 209.56 | Anita Schirmer (FRG) | 215.41 | Heather Corrie (GBR) | 215.41 |

## Medal table

| Rank | Nation | Gold | Silver | Bronze | Total |
| 1 | Yugoslavia (YUG) | 1 | 1 | 1 | 3 |
| 2 | France (FRA) | 1 | 0 | 0 | 1 |
| 2 | United States (USA) | 1 | 0 | 0 | 1 |
| 4 | West Germany (FRG) | 0 | 1 | 1 | 2 |
| 5 | Ireland (IRL) | 0 | 1 | 0 | 1 |
| 6 | Great Britain (GBR) | 0 | 0 | 1 | 1 |
| Totals (6 entries) | Totals (6 entries) | 3 | 3 | 3 | 9 |
# Étais-la-Sauvin

Étais-la-Sauvin (French pronunciation:) is a commune in the Yonne department in Bourgogne-Franche-Comté in north-central France, in the natural region of Forterre.
# Triunia youngiana

Triunia youngiana, commonly known as red nut or spice bush, is a shrub of the family Proteaceae native to New South Wales and Queensland.
# Belgium national beach soccer team

The Belgium national beach soccer team represents Belgium in international beach soccer competitions and is controlled by the KBVB, the governing body for football in Belgium.

## Current squad

Correct as of February 2011
Note: Flags indicate national team as defined under FIFA eligibility rules. Players may hold more than one non-FIFA nationality.
| No. | Pos. | Player |
| — | DF | Kevin Demeu |
| — | FW | George Zaboukis |
| — | FW | Jerome Patris |
| No. | Pos. | Player |
| — | GK | Yannick Rummens |
| — | FW | Rubinelson Monteiro F. Ferreira |
| — | | Karim Chabaï |

## Current staff

* Coach: Yves Soudan
* Assistant Manager: Philippe Vande Walle

## Achievements

* FIFA Beach Soccer World Cup Best: Twelfth place
** 2004
* FIFA Beach Soccer World Cup qualification (UEFA) Best: Round of 16
** 2009
# Matteo Martinolich

Matteo Martinolich (10 February 1860 - 23 December 1934) was an American master shipbuilder. He was the first to use Mississippi pine in the building of seagoing vessels, which was approved by the Marine Underwriters.
Born in Mali Lošinj, Croatia (at the time part of the Austro-Hungarian Empire), the son of Francesco Stanislao Martinolich and Maria Dominica Merlo, he initially studied naval architecture and received training in carpentry at the Austrian naval shipyards in Pola (present-day Pula, Croatia). At that time, Pola was the chief naval base of the Austro-Hungarian Empire.
He arrived in the United States at the age of 23, landing in New Orleans with his brother Francesco (Frank) Martinolich. They settled shortly after in DeLisle, Mississippi, where Matteo worked for local shipbuilder Antonio Pavolini, originally from Italy. Matteo married Antonio's oldest daughter, Johanna, in 1885.
From 1907 to 1911, Martinolich also worked with the U.S. Army Corps of Engineers on the Chattahoochee River in Alabama. There he built dredge boats for their dam building projects.
Through World War I and until his semi-retirement and closing of the business in about 1922, Martinolich built and designed hundreds of ships and boats; some still ply the seas today.
# Alexander Lapin (photographer)

Alexander Lapin (17 May 1945 – 25 October 2012), also known as Alesander Lupin, was a Russian photographer.
His work is included in the collection of the Museum of Fine Arts Houston, the Zimmerli Art Museum at Rutgers University and the Museum of Contemporary Photography.
# Catholic (album)

Professional ratings :
| Review scores ||
| Source | Rating |
| Hot Press | |
| Q | |
| Mojo | |
| Uncut | |
Catholic is the fourth solo album from Gavin Friday, written and recorded with musician Herbie Macken and released in 2011. It was released in Ireland on Good Friday (22 April), 16 years after the release of his previous album, Shag Tobacco. catholic deals with concepts of letting go and coming to terms with loss. It was produced by Ken Thomas (Throbbing Gristle, Cocteau Twins, Sigur Rós) and recorded in Dublin, Cork and West Yorkshire. Patrick McCabe wrote the novella Requiem for the Dying for the album liner notes. The video for "Able" was directed by Kevin Godley.

## Track listing

* "Able" – 4:47
* "Land on the Moon" – 5:07
* "A Song that Hurts" – 5:33
* "The Only One" – 4:16
* "Blame" – 4:54
* "The Sun and the Moon and the Stars" – 4:17
* "It's All Ahead of You" – 4:34
* "Perfume" – 3:34
* "Epilogue" – 3:09
* "Where'd Ya Go? Gone" – 4:41
* "Lord I'm Comin'" – 6:52

## Personnel

* Gavin Friday – vocals, backing vocals
* Herbie Macken – keyboards, piano, guitars, backing vocals, piano, programming
* Kate Ellis – cello
* Andre Antunes – drums, percussion
* Gareth Hughes – bass guitars
* Anthony Drennan – electric guitar
* Jolyon Vaughan Thomas – programming, electric guitars, bass, keyboards
* Matthew Allsop – euphonium
* Moya Brennan – backing vocals
* Amy Odell – vocals, backing vocals
* John Kelly – harmonica

## Album title

The album's title is deliberately spelled with a lower case c to emphasise the word's original meaning: universal, for every man, with wide sympathies. Friday stated he wanted to claim back the word from the Roman Catholic church.

## Album cover

The album's cover photo is based on and pays homage to the painting Michael Collins, Love of Ireland by Sir John Lavery which depicts Irish revolutionary leader Michael Collins lying in state. Friday had seen the painting at the Sir John Lavery "Passion and Politics" exhibit in Dublin at the Hugh Lane Gallery in September 2010. The photo was taken by Perry Ogden. Although the image sets up parallels between the turmoil of the birth years of an independent Ireland and the mid-2000s state of upheaval and political chaos, Friday has stated that this is "an emotional, not a political, album".
# Don't You Know Who I Think I Was?

Professional ratings :
| Review scores ||
| Source | Rating |
| Allmusic | |
| Blender | |
| Pitchfork Media | (8.8/10) |
| Rolling Stone | |
Don't You Know Who I Think I Was? is a greatest hits album by the American rock band The Replacements, released in 2006 by Rhino Records. It includes eighteen tracks spanning the band's eight studio releases from 1981 to 1990, as well as two new tracks recorded specifically for this release. The new tracks—"Message to the Boys" and "Pool & Dive"—feature the three surviving original band members: singer and guitarist Paul Westerberg, bass guitarist Tommy Stinson, and drummer Chris Mars. However, Mars does not play drums on these tracks: they were played by session drummer Josh Freese while Mars sang backing vocals.
The album art is from the music video for "Alex Chilton". Westerberg stated in a 2006 interview with Newsweek that he had written "Message to the Boys" many years ago.

## Track listing

All tracks are written by Paul Westerberg, except where noted

## Personnel

* Ed Ackerson – engineer
* John Akre – engineer
* Paul Berry – assistant engineer
* Michael Bosley – engineer
* Peter Buck – guitar, track 6
* Alex Chilton – guitar, backing vocals
* Reggie Collins – discographical annotation
* Jim Dickinson – producer, tracks 13–15
* Peter Doell – engineer
* Teenage Steve Douglas – baritone saxophone
* Charley Drayton – drums
* Slim Dunlap – guitar
* East Memphis Slim – keyboards, vibraphone
* Tommy Erdelyi – producer
* Sheryl Farber – editorial supervision
* Steven Fjelstad – producer, engineer
* John Hampton – engineer, mixing
* Heidi Hanschu – engineer
* Joe Hardy – engineer, mixing
* Dan Hersch – remastering
* Darren Hill – producer
* Bill Holdship – liner Notes
* Max Huls – strings
* Bill Inglot – remastering
* Peter Jesperson – producer
* John Beverly Jones – engineer
* Karen LeBlanc – project assistant
* Laura Levine – photography
* Lisa Liese – product manager
* Scott Litt – producer, engineer, mixing, track 18
* Chris Lord-Alge – mixing
* Andrew Love – tenor saxophone
* Chris Mars – drums, tambourine, backing vocals, cowbell, foot stomping
* Pat McDougal – engineer
* Clif Norrell – engineer
* James O'Toole – project assistant
* Paul Stark – producer
* Bob Stinson – lead guitar
* Tommy Stinson – acoustic guitar, bass
* Maria Villar – project assistant
* Paul Westerberg – acoustic guitar, harmonica, mandolin, percussion, piano, electric guitar, vocals, producer, 6-string bass, lap steel guitar, 12-string electric guitar, 12-string acoustic guitar
* Jeff White – project assistant
* Mason Williams – producer
# MIPS-3D

MIPS-3D is an extension to the MIPS V instruction set architecture (ISA) that added 13 new instructions for improving the performance of 3D graphics applications. The instructions improved performance by reducing the number of instructions required to implement four common 3D graphics operations: vertex transformation, clipping, transformation and lighting.
For vertex transformation:
For clipping:
* CABS
* BC1ANY2F
* BC1ANY2T
* BC1ANY4F
* BC1ANY4T
For perspective division and normalization:
* RECIP1
* RECIP2
* RSQRT1
* RSQRT2
# Helen Robinson (businesswoman)

Helen Robinson is a New Zealand businesswoman and company director from New Zealand.

## Life

Robinson was born in Christchurch, New Zealand. She moved to Auckland as a child, where she attended Carmel College. Her first job was in a bank, followed by a position as data processing manager at an importing and distribution company. She worked in a number of technology-related roles, including chief executive of Microsoft New Zealand, a position she left in 2007.
In 2008 she helped launched the TZ1 Registry which became the largest environmental asset registry worldwide within four months of its establishment. She also sits on a number of boards, including Auckland Tourism, Events and Economic Development and the government-owned Network for Learning, a company that helps schools around the country access reliable, fast and safe internet connections with uncapped data. She is also a member of the board of The Open Polytechnic of New Zealand, the New Zealand Business Excellence Foundation and Sir Ray Avery’s Mondiale Technologies.
With business partner Bridget Healy, Robinson founded Organic Initiative, or "Oi", a company producing affordable. biodegradable menstrual products.

### Recognition

In 2016 Robinson received the Board and Management Award, as well as the Supreme Award, at the New Zealand Women of Influence Awards.
In 2019, Robinson was the NEXT Woman of the Year in the Business and Innovation category.
# 1988 ACC tournament

1988 ACC tournament may refer to:
* 1988 ACC men's basketball tournament
* 1988 ACC women's basketball tournament
* 1988 ACC men's soccer tournament
* 1988 ACC women's soccer tournament
* 1988 Atlantic Coast Conference baseball tournament
# Danilo Blanuša

Danilo Blanuša (7 December 1903 – 8 August 1987) was a Croatian mathematician, physicist, engineer and a professor at the University of Zagreb.

## Biography

Blanuša was born in Osijek, Austria-Hungary (today Croatia). He attended elementary school in Vienna and Steyr in Austria and gymnasium in Osijek and Zagreb. He studied engineering in both Zagreb and Vienna and also mathematics and physics. His career started in Zagreb, where he started to work and lecture. His student Mileva Prvanović completed her doctorate in 1955, the first in geometry in Serbia. Blanuša was the dean of the Faculty of Electrical Engineering, Zagreb in the 1957–58 school year. He received the Ruđer Bošković prize in 1960. He died in Zagreb.

## Mathematics

In mathematics, Blanuša became known for discovering the second and third known snarks in 1946 (the Petersen graph was the first), triggering a new area of graph theory. The study of snarks had its origin in the 1880 work of P. G. Tait, who at that time had proved that the four color theorem is equivalent to the statement that no snark is planar. Snarks were so named later by the American mathematician Martin Gardner in 1976, after the mysterious and elusive object of Lewis Carroll's poem The Hunting of the Snark.
Blanuša's most important works were related to isometric immersions of pseudo-Riemannian manifolds in differential geometry. In particular, in his most cited work he has exhibited an embedding of a hyperbolic (Lobachevsky) two-dimensional plane into 6-dimensional Euclidean space and another construction, for all natural numbers $n\geq 2$, of an $n$-dimensional hyperbolic space into $6n-5$-dimensional Euclidean space. In an earlier work he has exhibited embeddings of $n$-dimensional hyperbolic spaces into a separated (infinite-dimensional) Hilbert space. His other important works are in the theory of the special functions (Bessel functions) and in graph theory. Some of his results are included in the Japanese mathematical encyclopedia Sugaku jiten in Tokyo, published by Iwanami Shoten in 1962.

## Physics

His works were mostly related to the theory of relativity. He discovered a mistake in relations for absolute heat Q and temperature T in relativistic phenomenological thermodynamics, published by Max Planck in Annalen der Physik in 1908.
* Q0 and T0 are the corresponding classical values, and a=(1-v$_2$/c$_2$)$^{1/2}$
This correction was published in Glasnik, the journal relating to mathematics, physics and astronomy in 1947 in the article "Sur les paradoxes de la notion d'énergie". It was rediscovered in 1960, and the correction is still wrongly attributed to H. Ott in the mainstream scientific literature.