OpenLLM-France/wikimedia huggingface dataset:
# Lawrence Haworth

Lawrence Lindley "Larry" Haworth (December 14, 1926 – April 28, 2024) was an American-born, Canadian philosopher. He is currently Distinguished Professor Emeritus at University of Waterloo and a Fellow of the Royal Society of Canada.

## Quotes

* Certain ways of life, especially leisureliness and contemplation, are said to be marked by “self-sufficiency” (Aristotle). Here there is a double connotation of not needing much from others to carry on such a life, and of the life itself having the character of finality. Both connotations suggest forms of independence. Not needing much from others means being independent of them. And “finality” implies that the activity of thinking, or, more generally, of being leisurely has intrinsic worth. Thus the leisurely person is independent in the sense that the value of his leisure does not depend on any consequence it may have, for example, the consequence that it restores his energy for the next day’s work.
** Lawrence Haworth, Autonomy: An Essay in Philosophical Psychology and Ethics (Yale University Press: 1986), pp. 12-13.
# Lawrence Hogan

Lawrence Joseph Hogan (September 30, 1928 – April 20, 2017) was an American politician who served as a Republican U.S. Congressman, representing the 5th congressional district of Maryland from January 3, 1969, to January 3, 1975. In 1974, he was the only Republican Representative to vote to recommend all three House articles of impeachment against President Richard Nixon. He was the father of the 62nd Governor of Maryland Larry Hogan.

## Quotes

* The fact is, and the thing that is so appalling to me, is that the President, when this whole idea was suggested to him, didn't in righteous indignation rise up and say "get out of here. You are in the office of the President of the United States. How can you talk about blackmail and bribery and keeping witnesses silent? This is the Presidency of the United States!", and throw them out of his office, and pick up the phone and call the Department of Justice and tell them "there is obstruction of justice going on, someone is trying to buy the silence of a witness."But my President didn't do that. He sat there, and he worked and worked to try to cover this thing up so it wouldn't come to light.
** Opening statement of Hon. Lawrence J. Hogan in the Debate on Articles of Impeachment, Committee on the Judiciary, July 25, 1974.
** Hearings of the Committee on the Judiciary, House of Representatives, Ninety-Third Congress, CIS-NO: 74-H521-56, p. 65.

## External links

* Opening statement (begins at 1:04:00) at Nixon Impeachment Hearings, July 25, 1974, at American Archive of Public Broadcasting.
# Oscar Zariski

Oscar Zariski (April 24, 1899 – July 4, 1986) was a Byelorussian-born American mathematician, famous for his foundational work in algebraic geometry and making Harvard University's mathematics department a leading center of research in algebraic geometry. At the International Congress of Mathematicians he was an invited speaker in 1928 in Bologna and a plenary speaker in 1950 in Cambridge, Massachusetts.

## Quotes

* The well known classical treatise by Krazer on the theory of θ functions contains several beautiful chapters dealing with the applications of this theory to algebraic geometry (in the largest sense of the word), but on the whole this treatise is more analytic than geometric in character. In it, page after page, swarms of complicated formulas and relations follow each other, rarely illuminated by a geometric interpretation. One can say, without fear of exaggeration, that all the geometric applications of this theory to algebraic curves and varieties made since Riemann and Weierstrass (Hurwitz, Poincaré, Schottky, Wirtinger, etc.) are absent in Krazer's treatise, or at most are only mentioned in short historical notes.
** (1930). "Book Review: Algebraic Geometry and Theta Functions by Arthur B. Coble". Bulletin of the American Mathematical Society 36 (7): 452–454. ISSN 0002-9904. DOI:10.1090/S0002-9904-1930-04966-6.
* The idea of topologizing an algebraic variety V by choosing as closed sets the algebraic subvarieties of V can be used with good effect in order to topologize the set M* of all homomorphic mappings of any abstract field A into another abstract field K. In this general case we are dealing essentially with a generalization of the concept of the Riemann manifold of a field of algebraic functions ...
** (1944). "The compactness of the Riemann manifold of an abstract field of algebraic functions". Bulletin of the American Mathematical Society 50 (10): 683–691. ISSN 0002-9904. DOI:10.1090/S0002-9904-1944-08206-2. (quote from p. 686)
* The Italian geometers have erected, on somewhat shaky foundations, a stupendous edifice: the theory of algebraic surfaces. It is the main object of modern algebraic geometry to strengthen, preserve, and further embellish this edifice, while at the same time building up also the theory of algebraic varieties of higher dimension. The bitter complaint that Poincaré has directed, in his time, against the modern theory of functions of a real variable cannot be deservedly directed against modern algebraic geometry. We are not intent on proving that our fathers were wrong. On the contrary, our whole purpose is to prove that our fathers were right. ... In helping geometry, modern algebra is helping itself above all. We maintain that abstract algebraic geometry is one of the best things that happened to commutative algebra in a long time.
** "The fundamental ideas of abstract algebraic geometry." In Proc. Intern. Math. Congress, Cambridge, Mass. , vol. 2, pp. 77–89. 1950. (quote from pp. 88–89)
# Oshoke Abalu

Oshoke Abalu is a Nigerian-American architect. She is the co-founder of the Love and Magic Company, a startup studio.

## Quotes

* It’s very important at the end of the day to be very clear about your purpose. The thing that has leapfrogged my career has really been knowing myself and being myself.
** Oshoke advise on how to move a career Times
* Let us build products that are purposeful with a consciousness that we are building new systems, and each offer our unique contributions in this conscious intention. Any company that is not marinating in inclusion, you will find is not truly an innovative company
** Oshoke spoke about building a better world Newquo

## External Links

love and Magic Company
# Osinachi Ohale

Osinachi Marvis Ohale// $^ⓘ$ (born 21 December 1991) is a Nigerian professional footballer who plays as a centre back or right back for Liga MX Femenil side Pachuca and the Nigeria women's national team.

## Quotes

* We are grateful for this unexpected gesture because for several years we’ve been winning the Women’s Africa Cup of Nations (Wafcon) and I can’t remember us being honoured or rewarded this way,
* When you do something good, they will show appreciation, and when you don’t do well, they will still show it – they will forget the good things you’ve been doing, so that’s how it
* Nigeria is a country where the public appreciate good things
* I’m just happy we were able to put a smile on their faces
** Super Falcons grateful for FG’s $10,000 per player reward: Osinachi Ohale, Gazette,23 August 2023 by Victor Olurumfeni
** (htps://guardian.ng/tag/osinachi-ohale/
* “I think I’m okay. I’m fine, thank you,”
https://punchng.com/we-proved-point-with-matildas-win-ohale/

## External

((DEFAULTSORT: Ohale, Osi achị))
((Category: Nigeria women)) ((Category: women in Football))

## External links

* Osinachi Ohale at BDFutbol
* Osinachi Ohale - FIFA Competition record (Archived)
* Profile at Houston House
* Osinachi Ohale at Soccerway
# Oscillatory integral

In mathematical analysis an oscillatory integral is a type of distribution. Oscillatory integrals make rigorous many arguments that, on a naive level, appear to use divergent integrals. It is possible to represent approximate solution operators for many differential equations as oscillatory integrals.

## Quotes

* Oscillatory integrals in one form or another have been an essential part of harmonic analysis from the very beginnings of that subject. Besides the obvious fact that the Fourier transform is itself an oscillatory integral par excellence, one need only recall the occurrence of Bessel functions in the work of Fourier, the study of asymptotics related to these functions by Airy, Stokes, and Lipschitz, and Riemann's use of the method of “stationary phase” in finding the asymptotics of certain Fourier transforms, all of which took place well over 100 years ago.
** Elias M. Stein; Timothy S. Murphy (1993). Harmonic Analysis: Real-variable Methods, Orthogonality, and Oscillatory Integrals. Princeton University Press. p. 329. ISBN 0-691-03216-5.
# Oskar Kokoschka

Oskar Kokoschka (March 1, 1886 – February 22, 1980) was an Austrian artist and poet of Czech origin, best known for his intense expressionistic portraits and landscapes.

## Quotes

My Life by Oskar Kokoschka 1974 Thames & Hudson,London ISBN 0 500 01087 0
* I cannot say why I wanted to paint. The only answer is in the pictures themselves.
* My plays are not didactic... they simply express my attitude to my world.
Von der Natur der Gesichte-On the nature of visions lecture-Vienna 1912
* The awareness of imagery is part of living... a life which derives its power from within itself will focus on the perception... of images.
* Open your eyes at last and see... now I will open the book of the world for you, there are no words in it, just pictures.
# Marpa Lotsawa

Marpa Lotsāwa (མར་པ་ལོ་ཙཱ་བ་ཆོས་ཀྱི་བློ་གྲོས་, 1012–1097), sometimes known fully as Marpa Chökyi Lodrö (Wylie: mar pa chos kyi blo gros) or commonly as Marpa the Translator (Marpa Lotsāwa), was a Tibetan Buddhist teacher credited with the transmission of many Vajrayana teachings from India, including the teachings and lineages of Mahamudra.

## Quotes

** To professors of Sakara, "freedom from the four extremes" means understanding that the object of cognition exists in a momentary mode, empty of thought-constructions and lacking objectification.
** "Middle way" is defined [by professors of Nirakara] in terms of a self-awareness that is not nil; it appears as blue, etc. objects, but characteristics do not arise in it.
** To professors of Mayopamadvaya, "freedom from the four extremes" is [to know that] the characteristics are false, and [in reality] clear light. The following system had evidence for its beliefs.
** To know the emptiness of objects is to know emptiness free of appearance and free of coverings. That is the Middle Way from which the "subsequent" or conventional has been purged.
** The Madhyamasatka of Metri,The Tibetan and Himalayan Library, Adyar. Library Bulletin vol. 25, pp. 539-49. (1961)
# Sam Graves

Samuel Bruce Graves Jr. (November 7, 1963–) is the U.S. Representative for Missouri's 6th congressional district, serving since 2001. He is a member of the Republican Party. The district includes the entire northern third of the state, from the Kansas border to the Illinois border. However, the bulk of its population lives in the northern suburbs of Kansas City.

## Quotes

* It is the long game that we have to worry about, but as farmers you know we’re obviously worried about whatever happens in the short term, we’ve got a crop coming up, we don’t know if it’s a bumper crop or not, if it’s a bumper crop it’s going to depress prices but the fact of the matter is commodities are very volatile. In this case the tariffs are going to push it down, they’ll make money on the way down, it will go back up and come back down and come back up, that’s what commodity prices do, it’s just better when they’re a lot higher particularly for farmers who are trying to make farm payments.
** Farmers voice concerns to Missouri Congressman Sam Graves (August 30, 2018)
* The idea of thinking about raising taxes to pay for one of those Obama-style stimulus packages — that has little to do with roads — is obscene, it’s just a spending project.
** House Republican floats new tax as opening bid to spark infrastructure bill (February 12, 2020)

## External links

* Official website
# Sam Hyde

Samuel Whitcomb Hyde (April 16, 1985 –) is an American comedian, writer, performance artist and actor.

## Quotes

* Hasan Piker I'm coming to kill you, ... no in real life
* when we win, do not forget that these people want you broke, dead, your kids raped and brainwashed, and they think it's funny
** Night_0f_Fire on Twitter (October 1, 2016)
* I think as my career has gone on, my friends and I have been generating more and more beautiful or poignant moments. That’s not to say that everything we do is genius. But along the way there’s a lot of broken eggshells. There’s a lot of things we’ve said that’s retarded or not funny or goes over the line. That’s what happens when you’re trying to do what we do. And we tend to slant more out of bounds than other people do. So if people get pissed off in the process, that sucks. That’s not a good thing.
** Sam Hyde Speaks: Meet the Man Behind Adult Swim's Canceled "Alt-Right" Comedy Show (Exclusive) (December 8, 2016)
* Don't worry so much about money. Worry about if people start deciding to kill reporters. That's a quote. For the reason why, you can say I want reporters to know I make more money than them, especially Matt Pearce.
** Neo-Nazi website raises $150,000 to fight Southern Poverty Law Center lawsuit (June 6, 2017)
# Sam Hunter

Sam Hunter (January 5, 1923 – July 27, 2014) was an American historian of modern art. He was emeritus professor of art history at Princeton University.

## Quotes
### The Cybernetic Sculpture of Tsai Wen-Ying, 1989

Sam Hunter, The Cybernetic Sculpture of Tsai Wen-Ying, exhibition catalogue, National Museum of History, Taipei, 1989.
* Tsai's Multi-kinetics were dynamically integrated multiple constructions, employing thirty-two kinetic units, each of which contains a configuration of multi-colored gyroscopic forms. With these elements he created an active environmental field that could, apparently, be infinitely extended. Each motorized unit was a self-sufficient entity, and when it was combined with other similar units produced a large-scale kinetic work that joined visual intensity with mechanical power. By controlling the time sequence of each unit in skillful compositions, Tsai used engineering principles to achieve aesthetic ends.
** p. 66-67
* He had come there dissatisfied with his work, even though his multi-kinetic work was admired and winning him professional recognition. However, at that moment, other ideas were gestating and he wanted to add what he called a "fifth dimension" to his art - that of artificial intelligence. [...] : [At the colony,] he was able to turn his thoughts inward, hoping to discover the new methods and direction that would more deeply satisfy his creative needs. It was at this point, while watching the motions and patterns of sun on leaves in the New Hampshire woods one morning, that Tsai finally achieved the revelatory breakthrough that changed his art and liberated his creative energies. As he put it, he wanted to create "natural movements in dynamic equilibrium, with intelligence," and he found his solution in an unlikely combination of natural phenomenon, the precedent of Gabo's singular (and unrepeated) kinetic sculpture, and the new resource of contemporary analog and digital technology.Speaking of this moment of revelation, Tsai said that he had quite deliberately turned himself into "a sort of plant": facing his chair into the sunshine in the morning, he turned his body in stages throughout the day, mulling over ways of make an "art that presented the observer with natural movements in dynamic equilibrium, and art that could convey the awe I felt while watching sunbeams shimmer through forest leaves." But a work that would "shimmer" simply did not do enough either for the artist or viewer, Tsai concluded. It must also respond in some way to the observer; it would have to work on a new feedback principle and actually engage the observer directly. In short, a cybernetic sculpture was required. To create such radically participatory works, he understood, would require that he draw on his engineering skills rather than suppress them, as he had been trying to do in his period of oil painting.
** p. 67
# Sam Kerr

Samantha May Kerr (born 10 September 1993) is an Australian professional soccer player who plays as a forward for Chelsea in the FA Women's Super League and the Australia women's national team (the Matildas), which she has captained since 2019. As of 2022, Kerr is the all-time leading Australian international scorer, and is the all-time leading scorer in the National Women's Soccer League (NWSL) in the United States. She is the only female football player to have won the Golden Boot in three different leagues and three different continents – the W-League (Australia/New Zealand) in 2017–18 and 2018–19, the NWSL (North America) in 2017, 2018, 2019 and the FAWSL (Europe) in 2020–21 and 2021–22.

## Quotes

* I’m a big goal-setter. I write them down before the start of a season. I used to write them down in a journal but now I keep them in my phone. I have short and long-term goals, but I always make sure I include goals that are easy to smash because I feel this helps me along the way.
* I’ve always stayed true to who I am, no matter what’s going on. It sounds cliche but where there’s a will there’s a way, and I hope people can take away from my experience that they don’t have to fit into a certain box to make it; they can be themselves and make it and that be OK.
* Now it is all about doing what I love, I’m relaxed and enjoying what I’m doing and when the goals come you have more fun. It’s a ripple effect.
* It’s only a crazy dream until you do it.
* I'm a risk-taker, my life is lived on the edge - I either go big or go home.
* I try things that maybe others wouldn't.
# Lodging

Lodging is residential accommodation.

## Quotes

* Bhikkhus, this Kassapa is content with any kind of lodging, and he speaks in praise of contentment with any kind of lodging, and he does not engage in a wrong search, in what is improper, for the sake of a lodging. If he does not get a lodging he is not agitated, and if he gets one he uses it without being tied to it, uninfatuated with it, not blindly absorbed in it, seeing the danger in it, understanding the escape. ...Therefore, bhikkhus, you should train yourselves thus: 'We will be content with any kind of lodging, and we will speak in praise of contentment with any kind of lodging, and we will not engage in a wrong search, in what is improper, for the sake of a lodging. If we do not get a lodging we will not be agitated, and if we get one we will use it without being tied to it, uninfatuated with it, not blindly absorbed in it, seeing the danger in it, understanding the escape.'
** Gautama Buddha, Samyutta Nikaya, as translated by B. Bodhi (2000), p. 662

## See also

* Architecture
* Home
* House
# Lockheed Martin F-35 Lightning II

The Lockheed Martin F-35 Lightning II is a family of single-seat, single-engine, all-weather stealth multirole fighters. The fifth-generation combat aircraft is designed to perform ground attack and air superiority missions. It has three main models: the F-35A conventional takeoff and landing (CTOL) variant, the F-35B short take-off and vertical-landing (STOVL) variant, and the F-35C carrier-based Catapult Assisted Take-Off But Arrested Recovery (CATOBAR) variant. On 31 July 2015, the United States Marines declared ready for deployment the first squadron of F-35B fighters after intensive testing. On 2 August 2016, the U.S. Air Force declared its first squadron of F-35A fighters combat-ready.

## Quotes

* The F-35 is the nation's most sophisticated fighter jet, outfitted with stealth technology and a cockpit helmet display that allows pilots to virtually see through the airplane at targets on the ground below.
** Thom Patterson of CNN
* Based on the tremendous cost and cost overruns of the Lockheed Martin F-35, I have asked Boeing to price-out a comparable F-18 Super Hornet!
** President Donald Trump on Twitter

## External links

* Encyclopedic article on Lockheed Martin F-35 Lightning II on Wikipedia
* Media related to F-35 Lightning II on Wikimedia Commons
# Nikolai Krogius

Nikolai Vladimirovich Krogius (Russian: Николай Владимирович Крогиус; 22 July 1930 – 14 July 2022) was a Russian chess Grandmaster, International Arbiter (1985), psychologist, chess coach, chess administrator, and author.

## Quotes

* Mistakes are often made when a player persists in his delusions.
** McClain, Dylan Loeb (July 17, 2022). "Nikolai Krogius, Adviser in Chess 'Match of the Century,' Dies at 91". The New York Times. ISSN 0362-4331
# Nikolaos Foskolos

Nikolaos Foskolos (11 December 1936 –) is a Greek prelate of the Catholic Church who served as the archbishop of the Archdiocese of Athens.

## Quotes

* I doubt that better general relations with Orthodox Christians would improve the situation of Catholics in Greece.
** WORDS OF DOCTRINE rev. Nicola Bux and rev. Salvatore Vitiello - “Ecumenical dialogue and religious freedom” (26 May 2006) Fides News Agency
# Nikolay Blagodatov

Nikolay Innokentyevich Blagodatov [Николай Иннокентьевич Благодатов] (b. December 21, 1937), Soviet Nonconformist Art collector in USSR and Russia. Member of the Section of Criticism and Art Criticism of the Saint Petersburg Union of Artists.

## Quotes

* The participants of the project are from different generations and art movements: from fine aestheticism to popular brutalism. Artist even chose types of paper to work on. This freedom to express themselves gave artists a possibility to create their subjective spaces inside the concept that works as the objective reality of the project plotted out by Alexey Parygin.
** Nikolay Blagodatov City: Subjective Improvisations / City as an Artist's Subjectivity. Artist's book project. Catalog. (Rus & En) — SPb: Ed. T. Markova. 2020. — 128 p. — P. 47.
# Nikolai Ivanovich Lobachevsky

Nikolai Ivanovich Lobachevsky (Никола́й Ива́нович Лобаче́вский) (December 1, 1792 – February 24, 1856, N.S.; November 20, 1792 – February 12, 1856, O.S.) was a Russian mathematician.

## Quotes

* There is no branch of mathematics, however abstract, which may not some day be applied to phenomena of the real world.
** As quoted in George Edward Martin, The Foundations of Geometry and the Non-Euclidean Plane, Springer (1998 [1975]), p. 225; also in Stanley Gudder, A Mathematical Journey, McGraw-Hill (1976), p. 36.
* You must not attempt this approach to parallels. I know this way to its very end. I have traversed this bottomless night, which extinguished all light and joy from my life. I entreat you, leave the science of parallels alone…I thought I would sacrifice myself for the sake of the truth. I was ready to become a martyr who would remove the flaw from geometry and return it purified to mankind. I accomplished monstrous, enormous labours; my creations are far better than those of others and yet I have not achieved complete satisfaction. For here it is true that si paullum a summo discessit, vergit ad imum. I turned back when I saw that no man can reach the bottom of this night. I turned back unconsoled, pitying myself and all mankind… I have travelled past all reefs of this infernal Dead Sea and have always come back with broken mast and torn sail. The ruin of my disposition and my fall date back to this time. I thoughtlessly risked my life and happiness — aut Caesar aut nihil. ["Emperor or nothing"]
** Letter from his father, on April 4, 1820.
* My dear Father! Now I cannot say anything else; from nothing I have created a new different world. All other things that I have sent to you are just a house of cards compared to a tower. I am determined to publish a work on parallels as soon as having arranged and prepared it.
** Letter to his father, 1823

## Quotes about him

* Lobachevski had to teach Geometry; and began by an intensive critical study of Euclid, acting as devil's advocate. This approach to the anomalous parallel axiom resulted in his non-Euclidean Geometry.
** John Littlewood, Littlewood's Miscellany, p. 193.