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Inversion
Inversion or inversions may refer to: Arts * , a French gay magazine (1924/1925) * ''Inversion'' (artwork), a 2005 temporary sculpture in Houston, Texas * Inversion (music), a term with various meanings in music theory and musical set theory * ''Inversions'' (novel) by Iain M. Banks * ''Inversion'' (video game), a 2012 third person shooter for Xbox 360, PlayStation 3, and PC * ''Inversions'' (EP), the 2014 extended play album by American rock music ensemble The Colourist * ''Inversions'' (album), a 2019 album by Belinda O'Hooley * ''Inversion'' (film), a 2016 Iranian film Linguistics and language * Inversion (linguistics), grammatical constructions where two expressions switch their order of appearance * Inversion (prosody), the reversal of the order of a foot's elements in poetry * Anastrophe, a figure of speech also known as an ''inversion'' Mathematics and logic * Involution (mathematics), a function that is its own inverse (when applied twice, the starting value is ob ...
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Inversion (video Game)
''Inversion'' is a third-person shooter video game developed by Saber Interactive and published by Bandai Namco Entertainment for Microsoft Windows, PlayStation 3 and Xbox 360. It was released on June 5, 2012 in North America, July 12, 2012 in Australia and on July 13, 2012 in Europe for PlayStation 3 and Xbox 360. It was later released for Windows on June 8, 2012 in Europe, July 12, 2012 in Australia and July 26, 2012 in North America. It features gravity manipulation and destructible environments. Plot In Vanguard City, policeman Davis Russell and his partner Leo Delgado are on duty when the city comes under attack by an army of strange barbaric soldiers called Lutadores armed with gravity-defying technology. As the ground is shaking in the wake of the attack, Davis and Leo hurry to Davis' apartment to check on his wife Cara and his daughter Leila. Upon arrival, the duo find Cara wounded and Leila missing. Cara dies of her injuries and Davis and Leo are soon captured by the Luta ...
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Chromosomal Inversion
An inversion is a chromosome rearrangement in which a segment of a chromosome becomes inverted within its original position. An inversion occurs when a chromosome undergoes a two breaks within the chromosomal arm, and the segment between the two breaks inserts itself in the opposite direction in the same chromosome arm. The breakpoints of inversions often happen in regions of repetitive nucleotides, and the regions may be reused in other inversions. Chromosomal segments in inversions can be as small as 100 kilobases or as large as 100 megabases. The number of genes captured by an inversion can range from a handful of genes to hundreds of genes. Inversions can happen either through ectopic recombination, chromosomal breakage and repair, or non-homologous end joining. Inversions are of two types: paracentric and pericentric. Paracentric inversions do not include the centromere, and both breakpoints occur in one arm of the chromosome. Pericentric inversions span the centromere, and t ...
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Seismic Inversion
In geophysics (primarily in oil-and-gas exploration/development), seismic inversion is the process of transforming seismic reflection data into a quantitative rock-property description of a reservoir. Seismic inversion may be pre- or post- stack, deterministic, random or geostatistical; it typically includes other reservoir measurements such as well logs and cores. Introduction Geophysicists routinely perform seismic surveys to gather information about the geology of an oil or gas field. These surveys record sound waves which have traveled through the layers of rock and fluid in the earth. The amplitude and frequency of these waves can be estimated so that any side-lobe and tuning effects introduced by the wavelet may be removed. Seismic data may be inspected and interpreted on its own without inversion, but this does not provide the most detailed view of the subsurface and can be misleading under certain conditions. Because of its efficiency and quality, most oil and gas compani ...
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Inversion (discrete Mathematics)
In computer science and discrete mathematics, an inversion in a sequence is a pair of elements that are out of their natural order. Definitions Inversion Let \pi be a permutation. There is an inversion of \pi between i and j if i \pi(j). The inversion is indicated by an ordered pair containing either the places (i, j) or the elements \bigl(\pi(i), \pi(j)\bigr). The inversion set is the set of all inversions. A permutation's inversion set using place-based notation is the same as the inverse permutation's inversion set using element-based notation with the two components of each ordered pair exchanged. Likewise, a permutation's inversion set using element-based notation is the same as the inverse permutation's inversion set using place-based notation with the two components of each ordered pair exchanged. Inversions are usually defined for permutations, but may also be defined for sequences:Let S be a sequence (or multiset permutation). If i S(j), either the pair ...
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Inversions (novel)
''Inversions'' is a science fiction novel by Scottish writer Iain M. Banks, first published in 1998. Banks has said "''Inversions'' was an attempt to write a Culture novel that wasn't." Plot The book takes place on a fictional planet resembling late-Middle Ages Europe. A large empire broke up in the decade or so preceding the action, apparently from meteor or asteroid strikes that severely affected farming across much of the globe. The remnants of the empire still war with one another. The narrative alternates chapter-by-chapter between two concurrent story-lines, with alternating chapter headings of The Doctor and The Bodyguard. ''The Doctor'' The first storyline is presented as a written account from Oelph, publicly a doctor's assistant, but privately a spy for an individual identified only as "Master", to whom much of the account is addressed. Oelph is the assistant to Vosill, the personal doctor to King Quience of Haspidus—and a woman. The latter is unheard of in the pa ...
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Inversion (artwork)
''Inversion'' was a 2005 artwork by sculptors Dan Havel and Dean Ruck of Houston Alternative Art. Havel and Ruck altered two buildings owned by the Art League of Houston on the corner of Montrose Boulevard and Willard Street. The exterior skins of the houses were peeled off and used to create a large vortex that funneled into the small central hallway connecting the two buildings and eventually exited through a small hole into an adjacent courtyard. ''Inversion'' has become one of Houston's most well-known, albeit vanished, sculptures. The structure was later demolished to make way for a new Art League building. Art League Houston owned the two houses and had used them for art classes and exhibitions for over 30 years. The organisation commissioned Havel and Ruck to transform them into an artwork in demolition. The sculpture was opened on May 21, 2005, and was visible from Montrose Boulevard until its demolition the next month. Years later, the artwork continues to be cited on ...
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Inversion (music)
In music theory, an inversion is a type of change to intervals, chords, voices (in counterpoint), and melodies. In each of these cases, "inversion" has a distinct but related meaning. The concept of inversion also plays an important role in musical set theory. Intervals An interval is inverted by raising or lowering either of the notes by one or more octaves so that the positions of the notes reverse (i.e. the higher note becomes the lower note and vice versa). For example, the inversion of an interval consisting of a C with an E above it (the third measure below) is an E with a C above it – to work this out, the C may be moved up, the E may be lowered, or both may be moved. : The tables to the right show the changes in interval quality and interval number under inversion. Thus, perfect intervals remain perfect, major intervals become minor and vice versa, and augmented intervals become diminished and vice versa. (Doubly diminished intervals become doubly augmented ...
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Inversions (album)
''Inversions'' is an album, released on 28 June 2019, by British singer-songwriter and pianist Belinda O'Hooley. Jude Rogers in ''The Guardian'' called it "a set of beautiful piano and spoken-word pieces". Mike Ainscoe, for ''Louder Than War'', described it "a series of touching and heartfelt outpourings...Revealing and yes, in a way, cathartic, ''Inversions'' captures Belinda O'Hooley at her most insightful". In a four-starred review for the '' Morning Star'', Steve Johnson said: "This mainly instrumental solo album showcases O'Hooley's talents as a pianist and composer, inspired by her family musical heritage following the passing of her father in 2017. The Swallows Tail and The Bonny Boy come from her father's musical background in the rural Irish west, while Cadair Idris and Aran Fawddwy are inspired by the mountains and valleys of Snowdonia where the album was recorded...as an instrumental album this is an enjoyable and relaxing experience from an artist at the height of ...
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Inversion Therapy
Inversion therapy, or simply inversion, is the process of seeking therapeutic benefits from hanging by the legs, ankles, or feet in an inverted angle or entirely upside down. It is a form of spinal traction. Spinal Traction can be useful for effects of decreasing muscle spasm, stretching muscles/ligaments of the back, increasing the space between vertebral bodies and thus rehydrating the intervertebral discs, decreasing disc bulging and decreasing pressure on nerve roots and the spinal cord. In turn, these effects can help for the reduction of pain and increasing tissue repair. Gravity boots are ankle supports designed for inversion therapy. Some people use gravity boots to add an extra challenge to workouts, doing inverted crunches or squats. People who have heart disease, high blood pressure, eye diseases (such as glaucoma), or are pregnant are at higher risk for the dangers related to inversion therapy and should consult their doctors about it first. The first time anyo ...
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Nitrogen Inversion
In chemistry, pyramidal inversion (also umbrella inversion) is a fluxional process in compounds with a pyramidal molecule, such as ammonia (NH3) "turns inside out". It is a rapid oscillation of the atom and substituents, the molecule or ion passing through a planar transition state. For a compound that would otherwise be chiral due to a stereocenter, pyramidal inversion allows its enantiomers to racemize. The general phenomenon of pyramidal inversion applies to many types of molecules, including carbanions, amines, phosphines, arsines, stibines, and sulfoxides. Energy barrier The identity of the inverting atom has a dominating influence on the barrier. Inversion of ammonia is rapid at room temperature. In contrast, phosphine (PH3) inverts very slowly at room temperature (energy barrier: 132  kJ/mol). Consequently, amines of the type RR′R"N usually are not optically stable (enantiomers racemize rapidly at room temperature), but ''P''-chiral phosphines are. Appropriately s ...
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Inversion (geology)
In structural geology inversion or basin inversion relates to the relative uplift of a sedimentary basin or similar structure as a result of crustal shortening. This normally excludes uplift developed in the footwalls of later extensional faults, or uplift caused by mantle plumes. "Inversion" can also refer to individual faults, where an extensional fault is reactivated in the opposite direction to its original movement. The term ''negative inversion'' is also occasionally used to describe the reactivation of reverse faults and thrusts during extension. The term "inversion" simply refers to the fact that a relatively low-lying area is uplifted – the rock sequence itself is not normally inverted. Formation Many inversion structures are caused by the direct reactivation of pre-existing extensional faults. In some cases only the deeper parts of the fault are reactivated and the shortening is accommodated over a much broader area in the shallow part of the section. The ...
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Matrix Inversion
In linear algebra, an -by- square matrix is called invertible (also nonsingular or nondegenerate), if there exists an -by- square matrix such that :\mathbf = \mathbf = \mathbf_n \ where denotes the -by- identity matrix and the multiplication used is ordinary matrix multiplication. If this is the case, then the matrix is uniquely determined by , and is called the (multiplicative) ''inverse'' of , denoted by . Matrix inversion is the process of finding the matrix that satisfies the prior equation for a given invertible matrix . A square matrix that is ''not'' invertible is called singular or degenerate. A square matrix is singular if and only if its determinant is zero. Singular matrices are rare in the sense that if a square matrix's entries are randomly selected from any finite region on the number line or complex plane, the probability that the matrix is singular is 0, that is, it will "almost never" be singular. Non-square matrices (-by- matrices for which ) do not hav ...
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