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Totality (other)
Totality may refer to: * In astronomy, the state or period of an eclipse when light from the eclipsed body is totally obscured: **The coverage of the sun during a Solar eclipse#Terminology for central eclipse, solar eclipse **The period during which an eclipse is total * In philosophy, the concepts of: **Absolute (philosophy) and everything **A phenomenon discussed in ''Totality and Infinity'' by Emmanuel Levinas **The concept of ''totality'' as proposed by György Lukács * In politics, totalitarianism is sometimes referred to as regime of totality * Totality Corporation, a former professional services provider acquired by Verizon * Totality principle, a principle of common law re the sentencing of an offender for multiple offences * Plan Totality, a U.S. wartime contingency plan from the early Cold War period * The "Totality", a fictional alien entity in the ''Star Trek'' universe * The mathematical concept of a function being total vs. Partial function, partial * Totality (album) ...
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Eclipse
An eclipse is an astronomical event that occurs when an astronomical object or spacecraft is temporarily obscured, by passing into the shadow of another body or by having another body pass between it and the viewer. This alignment of three celestial objects is known as a syzygy. Apart from syzygy, the term eclipse is also used when a spacecraft reaches a position where it can observe two celestial bodies so aligned. An eclipse is the result of either an occultation (completely hidden) or a transit (partially hidden). The term eclipse is most often used to describe either a solar eclipse, when the Moon's shadow crosses the Earth's surface, or a lunar eclipse, when the Moon moves into the Earth's shadow. However, it can also refer to such events beyond the Earth–Moon system: for example, a planet moving into the shadow cast by one of its moons, a moon passing into the shadow cast by its host planet, or a moon passing into the shadow of another moon. A binary star system can ...
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Solar Eclipse
A solar eclipse occurs when the Moon passes between Earth and the Sun, thereby obscuring the view of the Sun from a small part of the Earth, totally or partially. Such an alignment occurs during an eclipse season, approximately every six months, during the new moon phase, when the Moon's orbital plane is closest to the plane of the Earth's orbit. In a total eclipse, the disk of the Sun is fully obscured by the Moon. In partial and annular eclipses, only part of the Sun is obscured. Unlike a lunar eclipse, which may be viewed from anywhere on the night side of Earth, a solar eclipse can only be viewed from a relatively small area of the world. As such, although total solar eclipses occur somewhere on Earth every 18 months on average, they recur at any given place only once every 360 to 410 years. If the Moon were in a perfectly circular orbit and in the same orbital plane as Earth, there would be total solar eclipses once a month, at every new moon. Instead, because the ...
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Absolute (philosophy)
Georg Wilhelm Friedrich Hegel (; ; 27 August 1770 – 14 November 1831) was a German philosopher. He is one of the most important figures in German idealism and one of the founding figures of modern Western philosophy. His influence extends across the entire range of contemporary philosophical topics, from metaphysical issues in epistemology and ontology, to political philosophy, the philosophy of history, philosophy of art, philosophy of religion, and the history of philosophy. Born in 1770 in Stuttgart during the transitional period between the Enlightenment and the Romantic movement in the Germanic regions of Europe, Hegel lived through and was influenced by the French Revolution and the Napoleonic wars. His fame rests chiefly upon '' The Phenomenology of Spirit'', '' The Science of Logic'', and his lectures at the University of Berlin on topics from his '' Encyclopedia of the Philosophical Sciences''. Throughout his work, Hegel strove to address and correct the ...
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Everything
Everything, every-thing, or every thing is all that exists; the opposite of nothing, or its complement. It is the totality of things relevant to some subject matter. Without expressed or implied limits, it may refer to anything. The universe is everything that exists theoretically, though a multiverse may exist according to theoretical cosmology predictions. It may refer to an anthropocentric worldview, or the sum of human experience, history, and the human condition in general."This is the excellent foppery of the world..." — Shakespeare, ''King Lear'', Every object and entity is a part of everything, including all physical bodies and in some cases all abstract objects. Scope In ordinary conversation, ''everything'' usually refers only to the totality of things relevant to the subject matter. When there is no expressed limitation, ''everything'' may refer to the universe, or the world. The universe is most commonly defined as everything that physically exists: the entiret ...
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Totality And Infinity
''Totality and Infinity: An Essay on Exteriority'' (french: Totalité et Infini: essai sur l'extériorité) is a 1961 book about ethics by the philosopher Emmanuel Levinas. Highly influenced by phenomenology, it is considered one of Levinas's most important works. Summary The Other Levinas advances the thesis that all ethics derive from a confrontation with an other. This other, with whom we interact concretely, represents a gateway into the more abstract Otherness. The distinction between totality and infinity divides the limited world, which contains the other as a material body, from a spiritual world. Subjects gain access to this spiritual world, infinity, by opening themselves to the Otherness of the other. For example: Presence Levinas places heavy emphasis on the physical presence involved in meeting the other. He argues that only a face-to-face encounter allows true connection with Infinity, because of the incessance of this type of interaction. Written words and o ...
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György Lukács
György Lukács (born György Bernát Löwinger; hu, szegedi Lukács György Bernát; german: Georg Bernard Baron Lukács von Szegedin; 13 April 1885 – 4 June 1971) was a Hungarian Marxist philosopher, literary historian, critic, and aesthetician. He was one of the founders of Western Marxism, an interpretive tradition that departed from the Marxist ideological orthodoxy of the Soviet Union. He developed the theory of reification, and contributed to Marxist theory with developments of Karl Marx's theory of class consciousness. He was also a philosopher of Leninism. He ideologically developed and organised Lenin's pragmatic revolutionary practices into the formal philosophy of vanguard-party revolution. As a literary critic Lukács was especially influential due to his theoretical developments of realism and of the novel as a literary genre. In 1919, he was appointed the Hungarian Minister of Culture of the government of the short-lived Hungarian Soviet Republic ( ...
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Totalitarianism
Totalitarianism is a form of government and a political system that prohibits all opposition parties, outlaws individual and group opposition to the state and its claims, and exercises an extremely high if not complete degree of control and regulation over public and private life. It is regarded as the most extreme and complete form of authoritarianism. In totalitarian states, political power is often held by autocrats, such as dictators (totalitarian dictatorship) and absolute monarchs, who employ all-encompassing campaigns in which propaganda is broadcast by state-controlled mass media in order to control the citizenry. By 1950, the term and concept of totalitarianism entered mainstream Western political discourse. Furthermore this era also saw anti-communist and McCarthyist political movements intensify and use the concept of totalitarianism as a tool to convert pre-World War II anti-fascism into Cold War anti-communism. As a political ideology in itself, totalitarian ...
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Totality Corporation
Totality Corporation was a venture-backed professional services and managed services provider based out of San Francisco, from the years 1999 to 2005. The senior management team and founders were primarily executives from EDS, Fort Point Partners, AOL/Netscape, IBM, Oracle and Sun Microsystems. In late 2005 Totality was acquired by MCI which in turn was acquired by Verizon. Verizon now operates Totality under its brandname. History Totality was a provider of application & infrastructure management services for large-scale e-commerce sites. Totality was previously named "MimEcom", prior to the company going public in December 2000. The company operated the domain name, www.totality.com. In 2000 MimEcom was the recipient of what was at the time the second largest second round funding, $100 million, the first being its main competitor, Loudcloud. In late 2005 Totality was acquired by MCI which in turn was acquired by Verizon Verizon Communications Inc., commonly known ...
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Totality Principle
The totality principle is a common law principle which applies when a court imposes multiple sentences of imprisonment. The principle was first formulated by David Thomas in his 1970 study of the sentencing decisions of the Court of Appeal of England and Wales: Application United Kingdom Within the context of English and Welsh law, the totality principle is defined within the Criminal Justice Act 1991, that states that nothing in the Act "shall prevent the court ... in the case of an offender who is convicted of one or more other offences, from mitigating his sentence by applying any rule of law as to the totality of sentences". The principle was recognised in the Criminal Justice Act 2003 Section 166 (3)(b). Sentencing guidelines are contained within the Coroners and Justice Act 2009 The Coroners and Justice Act 2009 (c. 25) is an Act of the Parliament of the United Kingdom. It changed the law on coroners and criminal justice in England and Wales. Among its provis ...
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Plan Totality
Plan Totality was a disinformation ploy established by US General Dwight D. Eisenhower in August 1945 by order of US President Harry S. Truman after the Potsdam Conference. The plan was for a nuclear attack on the USSR with 20 to 30 atomic bombs. It named 20 Soviet cities for obliteration by a nuclear first strike: Moscow, Gorky, Kuybyshev, Sverdlovsk, Novosibirsk, Omsk, Saratov, Kazan, Leningrad, Baku, Tashkent, Chelyabinsk, Nizhny Tagil, Magnitogorsk, Molotov, Tbilisi, Stalinsk, Grozny, Irkutsk, and Yaroslavl.Michio Kaku and Daniel Axelrod, "To Win a Nuclear War: The Pentagon's Secret War Plans", Boston, South End Press, 1987, pp. 30–31. However, this plan was actually a disinformation ploy. After the two atomic bombings of Japan during August of 1945, the United States government did not have any nuclear weapons ready for use. It had depleted all its fissile uranium in the bombs dropped on Hiroshima and Nagasaki and a large amount of its plutonium. There was ...
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Star Trek
''Star Trek'' is an American science fiction media franchise created by Gene Roddenberry, which began with the eponymous 1960s television series and quickly became a worldwide pop-culture phenomenon. The franchise has expanded into various films, television series, video games, novels, and comic books. With an estimated $10.6 billion in revenue, it is one of the most recognizable and highest-grossing media franchises of all time. The franchise began with '' Star Trek: The Original Series'', which debuted in the US on September 8, 1966 and aired for three seasons on NBC. It was first broadcast on September 6, 1966 on Canada's CTV network. It followed the voyages of the crew of the starship USS ''Enterprise'', a space exploration vessel built by the United Federation of Planets in the 23rd century, on a mission "to explore strange new worlds, to seek out new life and new civilizations, to boldly go where no man has gone before". In creating ''Star Trek'', Roddenberry ...
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Partial Function
In mathematics, a partial function from a set to a set is a function from a subset of (possibly itself) to . The subset , that is, the domain of viewed as a function, is called the domain of definition of . If equals , that is, if is defined on every element in , then is said to be total. More technically, a partial function is a binary relation over two sets that associates every element of the first set to ''at most'' one element of the second set; it is thus a functional binary relation. It generalizes the concept of a (total) function by not requiring every element of the first set to be associated to ''exactly'' one element of the second set. A partial function is often used when its exact domain of definition is not known or difficult to specify. This is the case in calculus, where, for example, the quotient of two functions is a partial function whose domain of definition cannot contain the zeros of the denominator. For this reason, in calculus, and more ...
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