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Introduced species An introduced species (also known as naturalized species or exotic species) is an organism that is not indigenous to a given place or area and instead has been accidentally or deliberately transported to this new location by human activity. Introduced species can often be damaging to the ecosystem it is introduced to.
Introducing God Introducing God is a popular Australian video-based evangelistic course aimed at introducing the true and living God to post-Christian society in a relaxed and culturally appropriate way. It was created and refined from bringing real people into relationship with God by Dominic Steele, who founded Christians in the Media.
Introducing Joss Stone Introducing Joss Stone is the name of Joss Stone's third studio album. It is currently scheduled for release on 20 March 2007, involving production by Raphael Saadiq and collaborations with Lauryn Hill and Common.
Introduction (Alex Parks album) Introduction is Alex Parks' debut album, released on 24 November 2003. Recorded and released within only two weeks of Parks winning the BBC's Fame Academy, it included seven original compositions, mostly co-written with songwriters Helen Boulding, Gary Clark and Boo Hewerdine, as well as six cover songs from John Lennon, Tears For Fears, R.
Introduction (essay) In an essay, article, or book, an introduction is a beginning section which states the purpose and goals of the following writing. This generally followed by the body and conclusion, and may be preceded by an abstract.
Introduction (House of Lords) In the House of Lords, certain new members must, before sitting, be ceremonially "introduced", the ceremony being known as Introduction. Introductions in the Lords are complicated procedures, being more elaborate than introductions in the House of Commons.
Introduction and Allegro (Elgar) Sir Edward Elgar's Introduction and Allegro for Strings, opus 47, was composed in 1905 for performance in an all-Elgar performance by the newly formed London Symphony Orchestra. Scored for string quartet and string orchestra, Elgar composed it to show off the players' virtuosity.
Introduction and Rondo capriccioso (Saint-Saëns) The Introduction and Rondo Capriccioso in A minor (French: Introduction et Rondo capriccioso en la mineur), op. 28, is a composition for violin and orchestra written in 1863 by Camille Saint-Saëns for the virtuoso violinist Pablo de Sarasate.
Introduction letter An introduction letter or letter of introduction is a letter that is used to introduce one party to a second party. There are three main types of introduction letters; business-to business, business-to-customer, and personal introduction letters.
Introduction of the euro The introduction of the euro took place principally between 31 December 1998, when the exchange rates between the euro and legacy currencies in the Eurozone became fixed, and early 2002, when euro notes and coins were introduced and the legacy currencies withdrawn. It continues in some nations as remaining amounts of legacy currencies are exchanged for euro.
Introduction to Arithmetic Introduction to Arithmetic was written by Nicomachus almost two thousand years ago, and contains both philosophical prose and very basic mathematical ideas. Nicomachus refers to Plato quite often, and wrote about how philosophy can only be possible if one knows enough math.
Introduction to Automata Theory, Languages, and Computation Introduction to Automata Theory, Languages, and Computation, also known as the Cinderella Book, is an influential computer science textbook by John Hopcroft and Jeffrey Ullman on formal languages and the theory of computation. The first edition was published in 1979, the second edition in November 2000, and third edition is February 2006.
Introduction to entropy Thermodynamic entropy provides a measure of certain aspects of energy in relation to absolute temperature. In thermodynamics, entropy is one of the three basic thermodynamic potentials U (internal energy), S (entropy) and A (Helmholtz energy).
Introduction to Geomagnetically Trapped Radiation Introduction to Geomagnetically Trapped Radiation was written by Martin Walt in 1994. This book is an introduction to the Earth's geomagnetic radiation belts, and assumes the reader understands undergraduate physics.
Introduction to mathematics of general relativity An understanding of calculus and differential equations is necessary for the understanding of nonrelativistic physics. In order to understand special relativity one also needs an understanding of tensor calculus.
Introduction to Magic [alla Magia quale scienza dell'Io (Introduction to Magic as a Science of the I); translated as Introduction to Magic: Rituals and Practical Techniques for the Magus, a work by Italian] [[esoteric writer Julius Evola. A collection of articles by Evola and the UR Group appearing in the journals Ur and Krur, from 1927-29.
Introduction to Mathematical Philosophy Introduction to Mathematical Philosophy is a book by Bertrand Russell, published in 1919, written in part to exposit in a less technical way the main ideas of his and Whitehead's Principia Mathematica (1910–1913).
Introduction to Metaphysics Introduction to Metaphysics (Introduction Ă la MĂ©taphysique) is a 1903 essay by Henri Bergson that explores the concept of reality. For Bergson, reality occurs not in a series of discrete states but as a process similar to that described by the Greek philosopher Heraclitus.
Introduction to Objectivist Epistemology An Introduction to Objectivist Epistemology, published in 1979, was Ayn Rand's attempt to summarize the Objectivist theory of concepts, and to submit her solution to the problem of universals. The book deals with the mental processes of abstraction, the nature of valid definitions, distinguishing concepts from "anticoncepts," the hierarchical nature of knowledge, and what constitutes valid axiomatic knowledge.
Introduction to particles In particle physics, the concept of a particle is one of several concepts inherited from classical physics, the world we experience, that are used to describe how matter and energy behave at the very small scales of quantum mechanics.
Introduction to quantum mechanics Quantum mechanics (or quantum theory) is a physical science dealing with the behaviour of matter and waves on the scale of atoms and subatomic particles. It also forms the basis for the contemporary understanding of how large objects such as stars and galaxies, and cosmological events such as the Big Bang, can be analyzed and explained.
Introgression Introgression, in genetics (particularly plant genetics), is the movement of a gene from one species into the gene pool of another by backcrossing an interspecific hybrid with one of its parents. An example of introgression is that of a transgene from a transgenic plant to a wild relative as the result of a successful hybridization.
Introit The Introit (Latin: introitus, "entrance") is part of the opening of the celebration of the Roman Catholic Mass and the Lutheran Divine Service. Specifically, it refers to the antiphon that is spoken or sung at the beginning of the celebration.
Introjection Introjection is a psychological process where the subject replicates in itself behaviors, attributes or other fragments of the surrounding world, especially of other subjects. Cognate concepts are identification, incorporation and internalization.
Intron Introns are sections of DNA colinear to the RNA sequence that will be spliced out after transcription, but before the RNA is used. Introns are common in eukaryotic RNAs of all types, but are found in prokaryotic tRNA and rRNA genes only.
Introspection Introspection is contemplation on one's self, as opposed to extrospection, the observation of things external to one's self. Introspection may be used synonymously with self-reflection and used in a similar way.
Introspection Rundown The Introspection Rundown is a Church of Scientology procedure that is intended to handle a psychotic break or complete mental breakdown. Introspection is defined for the purpose of this rundown as a condition where the person is: "looking into one's own mind, feelings, reactions, etc.
Introspector (program) Introspector is a long term and ongoing research project by James Michael DuPont building a software tool to explore the structure of programs that can be compiled with the GNU Compiler Collection. The project was started in early 2002, and made a release in November 2003.
Introversion Software Introversion Software is a UK based company that labels itself "The last of the bedroom programmers". It was founded in 2002 by three friends, Chris Delay, Mark Morris and Thomas Arundel, who met when they were undergraduates at Imperial College Londonhttp://www.
Intruder state In quantum and theoretical chemistry, an intruder state is a particular situation arising in perturbative evaluations, where the energy of the perturbers is comparable in magnitude to the energy associated to the zero order wavefunction. In this case, a divergent behavior occurs, due to the nearly zero denominator in the expression of the perturbative correction.
Intrusion In geology, an intrusion is a body of igneous rock that has crystallized from a molten magma below the surface of the Earth. Bodies of magma that solidify underground before they reach the surface of the earth are called plutons, named for Pluto, the Roman god of the underworld.
Intrusion detection In Information Security, intrusion detection is the act of detecting actions that attempt to compromise the confidentiality, integrity or availability of a resource. Intrusion detection does not, in general, include prevention of intrusions.
Intrusion detection system An intrusion detection system (IDS) generally detects unwanted manipulations to computer systems, mainly through the Internet. The manipulations may take the form of attacks by skilled malicious hackers, or script kiddies using automated tools.
Intrusion Tolerance Intrusion tolerance is a new approach that has slowly emerged during the past decade, and gained impressive momentum recently. Instead of trying to prevent every single intrusion, these are allowed, but tolerated: the system triggers mechanisms that prevent the intrusion from generating a system security failure.
Intrusion-prevention system An intrusion prevention system is a computer security device that exercises access control to protect computers from exploitation. Intrusion prevention technology is considered by some to be an extension of intrusion detection (IDS) technology but it is actually another form of access control, like an application layer firewall.
Intrusive thoughts Intrusive thoughts are unwelcome, involuntary thoughts, images or unpleasant ideas that may become obsessions, are upsetting or distressing, and can be difficult to manage and be free of.Intrusive thoughts, OCDAction.
Inttranet The Inttranet is a multilingual portal for and global network of professional interpreters and translators, fully compatible with ISO 9001 quality assurance requirements, and was officially inaugurated in October 2002.
Intuit Canada Intuit Canada is a developer of e-finance solutions, including personal finance management, small business accounting and tax preparation software, as well as Web-based services. The company is headquartered in Edmonton, Alberta and has offices in Calgary, Toronto, Vancouver and Montreal.
Intuition (Amiga) The Amiga computer was launched by Commodore in 1985 with a GUI called Workbench based on an internal engine which drives all the input events called Intuition, and developed almost entirely by RJ Mical. Users may remember the initial releases for their garish blue/orange/white/black palettes, selected for high contrast.
Intuition (knowledge) Intuition is an immediate form of knowledge in which the knower is directly acquainted with the object of knowledge. Intuition differs from all forms of mediated knowledge, which generally involve conceptualizing the object of knowledge by means of rational/analytical thought processes (and, hence, placing a mediating idea or concept between the knower and the known).
Intuition pump An intuition pump is a term coined by Daniel Dennett for a thought experiment structured to elicit intuitive answers about a problem. In Dennett's book Consciousness Explained he uses the term pejoratively to describe the Chinese Room thought experiment, describing it as designed to elicit intuitive but incorrect answers by formulating the description such that important implications of the experiment would be difficult to imagine and tend to be ignored.
Intuition Peak Intuition Peak (Vrah Intuitsiya 'vr&h in-tu-'i-tsi-ya) is a sharp Antarctic peak of elevation 780 m in Levski Ridge, Tangra Mountains, Livingston Island. The peak was named in appreciation of the role of scientific intuition for the advancement of human knowledge.
Intuitionism In the philosophy of mathematics, intuitionism, or neointuitionism (opposed to preintuitionism), is an approach to mathematics as the constructive mental activity of humans. That is, they are not analytic activities wherein deep properties of existence are revealed and applied.
Intuitionistic logic Intuitionistic logic, or constructivist logic, is the symbolic logic system originally developed by Arend Heyting to provide a formal basis for Brouwer's programme of intuitionism. The system preserves justification, rather than truth, across transformations yielding derived propositions.
Intuitionistic type theory Intuitionistic type theory, or constructive type theory, or Martin-Löf type theory or just Type Theory is a logical system and a set theory based on the principles of mathematical constructivism. Type Theory was introduced by Per Martin-Löf, a Swedish mathematician and philosopher, in 1972.
Intuitive eating Intuitive eating is a nutrition philosophy based on the premise that becoming more attuned to the body's natural hunger signals is a more effective way of losing weight than counting calories, fat grams, or satiety levels.
Intuitive music 1) A form of musical improvisation based on instant creation in which some quite few fixed principles or rules may have been given. Usually traditional music writing is not employed, but instead verbal or graphic instructions and ideas.
Intuitor Intuitor is a website promoting creative learning as both a method of enlightenment and a cultural theme in its own right. Created in 1996, two of its earliest features were instructions for the founder's own four-handed chess variant Forchess and an essay entitled Why Now Is the Most Exciting Time in History to Be Alive.
Intumescent An intumescent is a substance which swells as a result of heat exposure, thus increasing in volume, and decreasing in density. Intumescents are typically used in passive fire protection and require bounding installations in order to comply with the law.
Intussusception (blood vessel growth) Intussusception is the process whereby a new blood vessel is created by the splitting of an existing blood vessel in two. It is one of the three ways that blood vessels are known to be formed in the human body, the other two being angiogenesis and vasculogenesis.
Intute Intute is a free Web service facilitating access to online resources for students, teachers, and researchers in the UK further education and higher education sectors. The basis of the Intute service is a large database of resources submitted and edited by subject specialists.
InTown InTown Westchester is a regional lifestyle magazine that covers Westchester County, New York, and is published by Gannett and The Journal News. InTown was originally launched as a series of hyper-local editions targeting different regions of the county:
InTrust InTrust is a software product that helps organizations comply with external regulations and internal policies by automatically and securely collecting and storing event data for audit. InTrust also monitors for security-related events in real-time and alerts the user to unusual user and system activity such as log-in and file access attempts.
Inugami In Japanese mythology an (lit. "dog god") is a shikigami (familiar spirit) resembling, and usually originating from, a dog, and most commonly carrying out vengeance or acting as guardians on behalf of the inugami-mochi, or "inugami owner".
Inuit Inuit (Inuktitut syllabics, áá“„áᑦ, singular Inuk / áá“„á’fonts required) is a general term for a group of culturally similar indigenous peoples inhabiting the Arctic coasts of Siberia, Alaska, the Northwest Territories, Nunavut, Quebec, Labrador, and Greenland. Until fairly recent times, there has been a remarkable homogeneity in the culture throughout this area, which traditionally relied on fish, sea mammals, and land animals for food, heat, light, clothing, tools, and shelter.
Inuit Circumpolar Conference Inuit Circumpolar Conference or ICC, is an multinational non-governmental organization representing the 150,000 Inuit living in Canada (Inuvialuit (Northwest Territories), Nunavut, Nunavik (Northern Quebec), and Nunatsiavut (Labrador)), Inupiat and Yupik living in Alaska in the United States, Kalaallit living in Greenland, and Siberian Yupik living on the Russian Chukchi Peninsula.
Inuit grammar The Inuit language, like other Eskimo-Aleut languages, has a very rich morphological system, in which a succession of different morphemes are added to root words to indicate things that, in languages like English, would require several words to express. (See also: Agglutinative language and Polysynthetic language) All Inuit language words begin with a root morpheme to which other morphemes are suffixed.
Inuit language The Inuit language is traditionally spoken across the North American Arctic and to some extent in the subarctic in Labrador. It was also to some degree spoken in far eastern Russia, particularly the Diomede Islands, but is almost certainly extinct in Russia today.
Inuit music The Inuit live across the northern sections of Canada, especially in Nunavut, Nunavik, Nunatsiavut and Northwest Territories, as well as in Alaska and Greenland. Traditional Inuit music has been based around drums used in dance music as far back as can be known, and a vocal style called katajjaq has become of interest in Canada and abroad.
Inuit Qaujimajatuqangit Inuit Qaujimajatuqangit (Inuktitut syllabics: áá“„áᑦ á–á…ᔨᒪá”á‘á–ᖏᑦ; sometimes Inuit Qaujimanituqangit - áá“„áᑦ á–á…ᔨᒪᓂá‘á–ᖏᑦ) is an Inuktitut phrase that is often translated as Inuit traditional knowledge, Inuit traditional institutions or even Inuit traditional technology. It comes from the verb root "qaujima-" meaning to know and could be literally translated as "that which has long been known by Inuit".
Inuit throat singing Throat singing or katajjaq is a form of musical performance among the Inuit. Unlike the throat singers in other regions of the world, particularly, Tibet, Mongolia and Tuva, the Inuit performers are usually women who sing only duets in a kind of entertaining contest to see who can outlast the other.
Inuit Tapiriit Kanatami The Inuit Tapiriit Kanatami (áá“„áᑦ á‘•á±á•‡á‘¦ ᑲᓇᑕᒥ) is an organization in Canada that represents over 40,000 Inuit. It was founded in 1971 as the Inuit Tapirisat of Canada (or in English, Inuit Brotherhood).
Inuko Inuyama Inuyama Inuko (犬山 イăŚă‚ł, former: 犬山 犬ĺ, born on December 16, 1965 in Tokyo) is a seiyĹ« who voices Meowth in the original Japanese anime version of Pocket Monsters. She also voices Manta Oyamada in Shaman King.
Inukshuk An inuksuk (plural inuksuit) (from the Inuktitut: áá“„á’ᓱá’, plural áá“„á’ᓱáᑦ; alternatively inukshuk in English or inukhuk in Inuinnaqtun ) is a stone landmark used as a milestone or directional marker by the Inuit of the Canadian Arctic. Inuksuit differ from some cairns in significance.
Inuktitut Inuktitut (Inuktitut syllabics: áá“„á’á‘Žá‘ᑦ (fonts required), literally "like the Inuit") is the name of the varieties of Inuit language spoken in Canada. It is spoken in all areas north of the tree-line, including parts of the provinces of Newfoundland and Labrador, Quebec, to some extent in northeastern Manitoba as well as the territories of Nunavut, the Northwest Territories, and traditionally on the Arctic Ocean coast of Yukon.
Inuktitut (magazine) Inuktitut (áá“„á’á‘Žá‘ᑦ) is an Canadian Inuit magazine produced by the Inuit Tapiriit Kanatami and Beat Studios. The magazine, available three times a year, is published in Inuktitut (syllabics), Inuinnaqtun, English and French.
Inuktitut syllabics The Inuktitut syllabary (Inuktitut: titirausiq nutaaq) is a writing system used by Inuit people in Nunavut and in Nunavik, Quebec. It was originally adapted from the Cree syllabary by Edmund Peck, an Anglican missionary, in the 1870s.
Inuktitut writing The Inuktitut language is written in different ways in different places. In Greenland, Alaska, Labrador, the Mackenzie River delta in the Northwest Territories and in part of Nunavut, it is written with the Roman alphabet.
Inul Daratista Inul Daratista (born Ainur Rokhimah, 3 January 1979) is a dangdut singer and performance artist from Pasuruan, East Java, Indonesia. She became nationally famous in 2003, and is known for her suggestive style of dancing that has caused major controversy in Indonesia.
Inula Inula is a large genus of about 90 species of flowering plants in the family Asteraceae, native to Europe, Asia and Africa. It has been reported that this genus is paraphyletic, based on chemical data of the phenolic compounds of this genus.
Inundative application Inundative biological control refers to the release of overwhelming numbers of a mass-produced biological control agent in the expectation of achieving a rapid reduction of a pest population without necessarily achieving continuing impact.
Inupiaq language Inupiaq, Iñupiaq, Inupiak or Inupiatun is a group of dialects of the Inuit language spoken in northern and northwestern Alaska. There are roughly 10,000 speakers of these dialects; the people are known as Inupiat.
Inuus In Roman mythology, Inuus was an ancient protector of livestock, one of the di indigetes. He was probably a god of fertility or sexual intercourse, as his name was thought by some to be connected with the word ["to copulate".
Inuyasha: Secret of the Divine Jewel (US) Inuyasha: Secret of the Divine Jewel, for the Nintendo DS is a new RPG game being developed by Namco/Bandai Games America, Inc. Once again, Inuyasha and his friends are off on another adventure through the Sengoku Jidai.
InuYasha the Movie: Fire on the Mystic Island "Eiga Inuyasha: Guren no HĹŤraijima"; ć 画犬夜叉　紅蓮ă®č“¬čŽ±ĺł¶ (Inuyasha THE MOVIE: Fire on the Mystic Island) is the fourth of four movies in the Inuyasha television anime series. It was released in Japan on December 23rd, 2004.
InuYasha the Movie: Swords of an Honorable Ruler InuYasha the Movie: Swords of an Honorable Ruler ("Eiga Inuyasha: Tenka HadĹŤ no Ken"; ć 画犬夜叉　天下覇é“ă®ĺ‰Ł; also known as Inuyasha the Movie 3: Swords of an Honorable Ruler) is the third of four movies in the Inuyasha franchise. It was released in Japan on December 20, 2003, and in the United States on September 6, 2005.
InuYasha yĹŤkai list This article pertains to the anime and manga series InuYasha and is a list of some of the yĹŤkai (demons) who appear in the series. Some others appear in InuYasha characters and List of minor InuYasha characters.
InuYasha: The Secret of the Cursed Mask (the North American version of this game is called Inuyasha: The Secret of the Cursed Mask) is a role-playing game for the PlayStation 2 based on the manga/anime series InuYasha. The player is able to choose from a girl character (Kaname Kururugi) and a boy character (Michiru Kururugi), collectively known as Kururugi.
InUniform inUniform is an indie alternative rock band based in Toronto, Ontario. Founded by Danny Gorman in 2004, the band have been invited to two NXNE showcases, been featured at Nuit Blanche at the 401 Richmond Gallery, as well as played many top venues around the GTA such as the Drake Hotel, El Mocambo and the Rivoli.
Inva Mula Inva Mula (also Inva Mula-Çako or Inva Mula-Tchako, born 1963) is an opera singer born in Tirana, Albania. She is perhaps best-known to the American pop culture as the soprano voice behind the Diva in the film The Fifth Element (where she is credited as Inva Mulla Tchako).
Invacare Invacare Corporation is one of the top manufacturers of non acute medical care products including wheelchairs mobility scooters and other DME. invacare is headquartered in elyria, ohio they server over 11 countries and are listed on the NYSE under the symbol IVC.
Invader (artist) Invader is a street artist who pastes up characters from and inspired by the Space Invaders game, made up of small coloured square tiles. He does this in cities across the world, then documents this as an "Invasion", with maps of where to find each invader.
Invader potential In conservation biology, invader potential is the qualatative and quantitative measure of a given invasive species probability to invade a given ecosystem. Exotic species with high invader potential are ones with high tolerance of different climates, dissolved oxygen content (for aquatic organisms), high propagule pressure and species with a large number of individuals introduced.
Invader Zim Invader Zim is an American animated television series created by comic book writer/artist Jhonen Vasquez and aired on Nickelodeon. First broadcast on March 30, 2001 (the same day as The Fairly OddParents), the show's strange animation, quirky humor, and dark, cynical style gave it a devoted cult following, with an audience of an older average age than those of most of Nickelodeon's other cartoons.
Invaders from Mars (Doctor Who audio) Invaders from Mars is a Big Finish Productions audio drama based on the long-running British science fiction television series Doctor Who. This audio drama was broadcast on BBC 7 in four weekly parts starting on 29 October 2005, and was rebroadcast on the same channel beginning on 19 November 2006.
Invalidenfriedhof Cemetery The Invalidenfriedhof Cemetery (German: 'Invalid's Cemetery') is one of the oldest cemeteries in Berlin. The cemetery was the traditional resting place of the Prussian military, and is regarded as particularly important as a memorial to the German Wars of Liberation (1813 - 1815).
Invariable plane The invariable plane of the solar system is the plane passing through its barycenter (center of mass) which is perpendicular to its angular momentum vector, about 98% of which is contributed by the orbital angular momenta of the four jovian planets (Jupiter, Saturn, Uranus, and Neptune). It is also called the Laplacian plane after the French astronomer who first recognized it, Pierre Simon Laplace.
Invariance (music) In music using the twelve tone technique invariance describes the portions of rows which have been so designed that they remain invariant under the allowable transformations (inversion, retrograde, retrograde-inversion, multiplication). George Perle describes their use as "pivots" or non-tonal ways of emphasizing certain pitches.
Invariance theorem In algorithmic information theory, the invariance theorem, originally proved by Ray Solomonoff, states that a universal Turing machine provides an optimal means of description, up to a constant. Formally, for every machine M there exists a constant c such that for all binary strings x we have
Invariant (physics) In mathematics and theoretical physics, an invariant is that which remains unchanged under some transformation. Examples of invariants include the speed of light under a Lorentz transformation and time under a Galilean transformation.
Invariant Based Programming Invariant based programming is a programming methodology where specifications and invariants are written before the actual program statements. Writing down the invariants during the programming process has a number of advantages: it requires the programmer to make his intentions about the program behavior explicit before actually implementing it, and invariants can be evaluated dynamically during execution to catch common programming errors.
Invariant mass The invariant mass or intrinsic mass or proper mass or rest mass or just mass is a measurement or calculation of the mass of an object that is the same for all frames of reference. For any frame of reference, the invariant mass may be determined from a calculation involving an object's total energy and momentum.
Invariant subspace problem In the field of mathematics known as functional analysis, one of the most prominent open problems is the invariant subspace problem, sometimes optimistically known as the invariant subspace conjecture. It is the question whether the following statement is true:
Invariant theory In mathematics, invariant theory refers to the study of invariant algebraic forms (equivalently, symmetric tensors) for the action of linear transformations. This was a major field of study in the latter part of the nineteenth century, when it appeared that progress in this particular field (out of any number of possible mathematical formulations of invariance with respect to symmetry) was the key algorithmic discipline.
Invasion An invasion is a military action consisting of armed forces of one geopolitical entity entering territory controlled by another such entity, generally with the objective of conquering territory, or altering the established government. An invasion can be the cause of a war, it can be used as a part of a larger strategy to end a war, or it can constitute an entire war in itself.
Invasion (1975 novel) Invasion (also known as Winter Moon) is a novel by author Dean Koontz, released in 1975 under the pseudonym Aaron Wolfe. Koontz later extensively revised this work and it was reissued in 1994 under the title Winter Moon.
Invasion (Sliders) Invasion is the twelfth episode for the second season of the science fiction television show Sliders. Arturo, Quinn, Rembrandt, and Wade first encounter the Kromaggs, an aggressive race with sliding (interdimensional travel) technology.
Invasion and Occupation of the Andaman Islands during World War II The Andaman and Nicobar Islands (8,293 sq km on 139 islands), are a group of islands situated in the Bay of Bengal at about 780 miles from Kolkata, 740 miles from Chennai and 120 miles from Cape Nargis in Burma. Until 1938 the British government used them as a penal colony for Indian and African political prisoners, who were mainly put in the notorious Cellular Jail in Port Blair, the biggest town (port) on the islands.
Invasion Iowa Invasion Iowa is a television mini-series that aired on Spike TV beginning on March 29, 2005 and on ITV4 beginning on 3 November 2005. The series depicts events from September of 2004, in which William Shatner played a hoax on the small town of Riverside, Iowa by claiming to film a science fiction movie there.
Invasion literature Invasion literature (or the invasion novel) was a historical literary genre most notable between 1871 and the First World War (1914). The genre first became recognizable starting in Britain in 1871 with the short story The Battle of Dorking, a fictional account of an invasion of England by Germany.
Introducing God Introducing God is a popular Australian video-based evangelistic course aimed at introducing the true and living God to post-Christian society in a relaxed and culturally appropriate way. It was created and refined from bringing real people into relationship with God by Dominic Steele, who founded Christians in the Media.
Introducing Joss Stone Introducing Joss Stone is the name of Joss Stone's third studio album. It is currently scheduled for release on 20 March 2007, involving production by Raphael Saadiq and collaborations with Lauryn Hill and Common.
Introduction (Alex Parks album) Introduction is Alex Parks' debut album, released on 24 November 2003. Recorded and released within only two weeks of Parks winning the BBC's Fame Academy, it included seven original compositions, mostly co-written with songwriters Helen Boulding, Gary Clark and Boo Hewerdine, as well as six cover songs from John Lennon, Tears For Fears, R.
Introduction (essay) In an essay, article, or book, an introduction is a beginning section which states the purpose and goals of the following writing. This generally followed by the body and conclusion, and may be preceded by an abstract.
Introduction (House of Lords) In the House of Lords, certain new members must, before sitting, be ceremonially "introduced", the ceremony being known as Introduction. Introductions in the Lords are complicated procedures, being more elaborate than introductions in the House of Commons.
Introduction and Allegro (Elgar) Sir Edward Elgar's Introduction and Allegro for Strings, opus 47, was composed in 1905 for performance in an all-Elgar performance by the newly formed London Symphony Orchestra. Scored for string quartet and string orchestra, Elgar composed it to show off the players' virtuosity.
Introduction and Rondo capriccioso (Saint-Saëns) The Introduction and Rondo Capriccioso in A minor (French: Introduction et Rondo capriccioso en la mineur), op. 28, is a composition for violin and orchestra written in 1863 by Camille Saint-Saëns for the virtuoso violinist Pablo de Sarasate.
Introduction letter An introduction letter or letter of introduction is a letter that is used to introduce one party to a second party. There are three main types of introduction letters; business-to business, business-to-customer, and personal introduction letters.
Introduction of the euro The introduction of the euro took place principally between 31 December 1998, when the exchange rates between the euro and legacy currencies in the Eurozone became fixed, and early 2002, when euro notes and coins were introduced and the legacy currencies withdrawn. It continues in some nations as remaining amounts of legacy currencies are exchanged for euro.
Introduction to Arithmetic Introduction to Arithmetic was written by Nicomachus almost two thousand years ago, and contains both philosophical prose and very basic mathematical ideas. Nicomachus refers to Plato quite often, and wrote about how philosophy can only be possible if one knows enough math.
Introduction to Automata Theory, Languages, and Computation Introduction to Automata Theory, Languages, and Computation, also known as the Cinderella Book, is an influential computer science textbook by John Hopcroft and Jeffrey Ullman on formal languages and the theory of computation. The first edition was published in 1979, the second edition in November 2000, and third edition is February 2006.
Introduction to entropy Thermodynamic entropy provides a measure of certain aspects of energy in relation to absolute temperature. In thermodynamics, entropy is one of the three basic thermodynamic potentials U (internal energy), S (entropy) and A (Helmholtz energy).
Introduction to Geomagnetically Trapped Radiation Introduction to Geomagnetically Trapped Radiation was written by Martin Walt in 1994. This book is an introduction to the Earth's geomagnetic radiation belts, and assumes the reader understands undergraduate physics.
Introduction to mathematics of general relativity An understanding of calculus and differential equations is necessary for the understanding of nonrelativistic physics. In order to understand special relativity one also needs an understanding of tensor calculus.
Introduction to Magic [alla Magia quale scienza dell'Io (Introduction to Magic as a Science of the I); translated as Introduction to Magic: Rituals and Practical Techniques for the Magus, a work by Italian] [[esoteric writer Julius Evola. A collection of articles by Evola and the UR Group appearing in the journals Ur and Krur, from 1927-29.
Introduction to Mathematical Philosophy Introduction to Mathematical Philosophy is a book by Bertrand Russell, published in 1919, written in part to exposit in a less technical way the main ideas of his and Whitehead's Principia Mathematica (1910–1913).
Introduction to Metaphysics Introduction to Metaphysics (Introduction Ă la MĂ©taphysique) is a 1903 essay by Henri Bergson that explores the concept of reality. For Bergson, reality occurs not in a series of discrete states but as a process similar to that described by the Greek philosopher Heraclitus.
Introduction to Objectivist Epistemology An Introduction to Objectivist Epistemology, published in 1979, was Ayn Rand's attempt to summarize the Objectivist theory of concepts, and to submit her solution to the problem of universals. The book deals with the mental processes of abstraction, the nature of valid definitions, distinguishing concepts from "anticoncepts," the hierarchical nature of knowledge, and what constitutes valid axiomatic knowledge.
Introduction to particles In particle physics, the concept of a particle is one of several concepts inherited from classical physics, the world we experience, that are used to describe how matter and energy behave at the very small scales of quantum mechanics.
Introduction to quantum mechanics Quantum mechanics (or quantum theory) is a physical science dealing with the behaviour of matter and waves on the scale of atoms and subatomic particles. It also forms the basis for the contemporary understanding of how large objects such as stars and galaxies, and cosmological events such as the Big Bang, can be analyzed and explained.
Introgression Introgression, in genetics (particularly plant genetics), is the movement of a gene from one species into the gene pool of another by backcrossing an interspecific hybrid with one of its parents. An example of introgression is that of a transgene from a transgenic plant to a wild relative as the result of a successful hybridization.
Introit The Introit (Latin: introitus, "entrance") is part of the opening of the celebration of the Roman Catholic Mass and the Lutheran Divine Service. Specifically, it refers to the antiphon that is spoken or sung at the beginning of the celebration.
Introjection Introjection is a psychological process where the subject replicates in itself behaviors, attributes or other fragments of the surrounding world, especially of other subjects. Cognate concepts are identification, incorporation and internalization.
Intron Introns are sections of DNA colinear to the RNA sequence that will be spliced out after transcription, but before the RNA is used. Introns are common in eukaryotic RNAs of all types, but are found in prokaryotic tRNA and rRNA genes only.
Introspection Introspection is contemplation on one's self, as opposed to extrospection, the observation of things external to one's self. Introspection may be used synonymously with self-reflection and used in a similar way.
Introspection Rundown The Introspection Rundown is a Church of Scientology procedure that is intended to handle a psychotic break or complete mental breakdown. Introspection is defined for the purpose of this rundown as a condition where the person is: "looking into one's own mind, feelings, reactions, etc.
Introspector (program) Introspector is a long term and ongoing research project by James Michael DuPont building a software tool to explore the structure of programs that can be compiled with the GNU Compiler Collection. The project was started in early 2002, and made a release in November 2003.
Introversion Software Introversion Software is a UK based company that labels itself "The last of the bedroom programmers". It was founded in 2002 by three friends, Chris Delay, Mark Morris and Thomas Arundel, who met when they were undergraduates at Imperial College Londonhttp://www.
Intruder state In quantum and theoretical chemistry, an intruder state is a particular situation arising in perturbative evaluations, where the energy of the perturbers is comparable in magnitude to the energy associated to the zero order wavefunction. In this case, a divergent behavior occurs, due to the nearly zero denominator in the expression of the perturbative correction.
Intrusion In geology, an intrusion is a body of igneous rock that has crystallized from a molten magma below the surface of the Earth. Bodies of magma that solidify underground before they reach the surface of the earth are called plutons, named for Pluto, the Roman god of the underworld.
Intrusion detection In Information Security, intrusion detection is the act of detecting actions that attempt to compromise the confidentiality, integrity or availability of a resource. Intrusion detection does not, in general, include prevention of intrusions.
Intrusion detection system An intrusion detection system (IDS) generally detects unwanted manipulations to computer systems, mainly through the Internet. The manipulations may take the form of attacks by skilled malicious hackers, or script kiddies using automated tools.
Intrusion Tolerance Intrusion tolerance is a new approach that has slowly emerged during the past decade, and gained impressive momentum recently. Instead of trying to prevent every single intrusion, these are allowed, but tolerated: the system triggers mechanisms that prevent the intrusion from generating a system security failure.
Intrusion-prevention system An intrusion prevention system is a computer security device that exercises access control to protect computers from exploitation. Intrusion prevention technology is considered by some to be an extension of intrusion detection (IDS) technology but it is actually another form of access control, like an application layer firewall.
Intrusive thoughts Intrusive thoughts are unwelcome, involuntary thoughts, images or unpleasant ideas that may become obsessions, are upsetting or distressing, and can be difficult to manage and be free of.Intrusive thoughts, OCDAction.
Inttranet The Inttranet is a multilingual portal for and global network of professional interpreters and translators, fully compatible with ISO 9001 quality assurance requirements, and was officially inaugurated in October 2002.
Intuit Canada Intuit Canada is a developer of e-finance solutions, including personal finance management, small business accounting and tax preparation software, as well as Web-based services. The company is headquartered in Edmonton, Alberta and has offices in Calgary, Toronto, Vancouver and Montreal.
Intuition (Amiga) The Amiga computer was launched by Commodore in 1985 with a GUI called Workbench based on an internal engine which drives all the input events called Intuition, and developed almost entirely by RJ Mical. Users may remember the initial releases for their garish blue/orange/white/black palettes, selected for high contrast.
Intuition (knowledge) Intuition is an immediate form of knowledge in which the knower is directly acquainted with the object of knowledge. Intuition differs from all forms of mediated knowledge, which generally involve conceptualizing the object of knowledge by means of rational/analytical thought processes (and, hence, placing a mediating idea or concept between the knower and the known).
Intuition pump An intuition pump is a term coined by Daniel Dennett for a thought experiment structured to elicit intuitive answers about a problem. In Dennett's book Consciousness Explained he uses the term pejoratively to describe the Chinese Room thought experiment, describing it as designed to elicit intuitive but incorrect answers by formulating the description such that important implications of the experiment would be difficult to imagine and tend to be ignored.
Intuition Peak Intuition Peak (Vrah Intuitsiya 'vr&h in-tu-'i-tsi-ya) is a sharp Antarctic peak of elevation 780 m in Levski Ridge, Tangra Mountains, Livingston Island. The peak was named in appreciation of the role of scientific intuition for the advancement of human knowledge.
Intuitionism In the philosophy of mathematics, intuitionism, or neointuitionism (opposed to preintuitionism), is an approach to mathematics as the constructive mental activity of humans. That is, they are not analytic activities wherein deep properties of existence are revealed and applied.
Intuitionistic logic Intuitionistic logic, or constructivist logic, is the symbolic logic system originally developed by Arend Heyting to provide a formal basis for Brouwer's programme of intuitionism. The system preserves justification, rather than truth, across transformations yielding derived propositions.
Intuitionistic type theory Intuitionistic type theory, or constructive type theory, or Martin-Löf type theory or just Type Theory is a logical system and a set theory based on the principles of mathematical constructivism. Type Theory was introduced by Per Martin-Löf, a Swedish mathematician and philosopher, in 1972.
Intuitive eating Intuitive eating is a nutrition philosophy based on the premise that becoming more attuned to the body's natural hunger signals is a more effective way of losing weight than counting calories, fat grams, or satiety levels.
Intuitive music 1) A form of musical improvisation based on instant creation in which some quite few fixed principles or rules may have been given. Usually traditional music writing is not employed, but instead verbal or graphic instructions and ideas.
Intuitor Intuitor is a website promoting creative learning as both a method of enlightenment and a cultural theme in its own right. Created in 1996, two of its earliest features were instructions for the founder's own four-handed chess variant Forchess and an essay entitled Why Now Is the Most Exciting Time in History to Be Alive.
Intumescent An intumescent is a substance which swells as a result of heat exposure, thus increasing in volume, and decreasing in density. Intumescents are typically used in passive fire protection and require bounding installations in order to comply with the law.
Intussusception (blood vessel growth) Intussusception is the process whereby a new blood vessel is created by the splitting of an existing blood vessel in two. It is one of the three ways that blood vessels are known to be formed in the human body, the other two being angiogenesis and vasculogenesis.
Intute Intute is a free Web service facilitating access to online resources for students, teachers, and researchers in the UK further education and higher education sectors. The basis of the Intute service is a large database of resources submitted and edited by subject specialists.
InTown InTown Westchester is a regional lifestyle magazine that covers Westchester County, New York, and is published by Gannett and The Journal News. InTown was originally launched as a series of hyper-local editions targeting different regions of the county:
InTrust InTrust is a software product that helps organizations comply with external regulations and internal policies by automatically and securely collecting and storing event data for audit. InTrust also monitors for security-related events in real-time and alerts the user to unusual user and system activity such as log-in and file access attempts.
Inugami In Japanese mythology an (lit. "dog god") is a shikigami (familiar spirit) resembling, and usually originating from, a dog, and most commonly carrying out vengeance or acting as guardians on behalf of the inugami-mochi, or "inugami owner".
Inuit Inuit (Inuktitut syllabics, áá“„áᑦ, singular Inuk / áá“„á’fonts required) is a general term for a group of culturally similar indigenous peoples inhabiting the Arctic coasts of Siberia, Alaska, the Northwest Territories, Nunavut, Quebec, Labrador, and Greenland. Until fairly recent times, there has been a remarkable homogeneity in the culture throughout this area, which traditionally relied on fish, sea mammals, and land animals for food, heat, light, clothing, tools, and shelter.
Inuit Circumpolar Conference Inuit Circumpolar Conference or ICC, is an multinational non-governmental organization representing the 150,000 Inuit living in Canada (Inuvialuit (Northwest Territories), Nunavut, Nunavik (Northern Quebec), and Nunatsiavut (Labrador)), Inupiat and Yupik living in Alaska in the United States, Kalaallit living in Greenland, and Siberian Yupik living on the Russian Chukchi Peninsula.
Inuit grammar The Inuit language, like other Eskimo-Aleut languages, has a very rich morphological system, in which a succession of different morphemes are added to root words to indicate things that, in languages like English, would require several words to express. (See also: Agglutinative language and Polysynthetic language) All Inuit language words begin with a root morpheme to which other morphemes are suffixed.
Inuit language The Inuit language is traditionally spoken across the North American Arctic and to some extent in the subarctic in Labrador. It was also to some degree spoken in far eastern Russia, particularly the Diomede Islands, but is almost certainly extinct in Russia today.
Inuit music The Inuit live across the northern sections of Canada, especially in Nunavut, Nunavik, Nunatsiavut and Northwest Territories, as well as in Alaska and Greenland. Traditional Inuit music has been based around drums used in dance music as far back as can be known, and a vocal style called katajjaq has become of interest in Canada and abroad.
Inuit Qaujimajatuqangit Inuit Qaujimajatuqangit (Inuktitut syllabics: áá“„áᑦ á–á…ᔨᒪá”á‘á–ᖏᑦ; sometimes Inuit Qaujimanituqangit - áá“„áᑦ á–á…ᔨᒪᓂá‘á–ᖏᑦ) is an Inuktitut phrase that is often translated as Inuit traditional knowledge, Inuit traditional institutions or even Inuit traditional technology. It comes from the verb root "qaujima-" meaning to know and could be literally translated as "that which has long been known by Inuit".
Inuit throat singing Throat singing or katajjaq is a form of musical performance among the Inuit. Unlike the throat singers in other regions of the world, particularly, Tibet, Mongolia and Tuva, the Inuit performers are usually women who sing only duets in a kind of entertaining contest to see who can outlast the other.
Inuit Tapiriit Kanatami The Inuit Tapiriit Kanatami (áá“„áᑦ á‘•á±á•‡á‘¦ ᑲᓇᑕᒥ) is an organization in Canada that represents over 40,000 Inuit. It was founded in 1971 as the Inuit Tapirisat of Canada (or in English, Inuit Brotherhood).
Inuko Inuyama Inuyama Inuko (犬山 イăŚă‚ł, former: 犬山 犬ĺ, born on December 16, 1965 in Tokyo) is a seiyĹ« who voices Meowth in the original Japanese anime version of Pocket Monsters. She also voices Manta Oyamada in Shaman King.
Inukshuk An inuksuk (plural inuksuit) (from the Inuktitut: áá“„á’ᓱá’, plural áá“„á’ᓱáᑦ; alternatively inukshuk in English or inukhuk in Inuinnaqtun ) is a stone landmark used as a milestone or directional marker by the Inuit of the Canadian Arctic. Inuksuit differ from some cairns in significance.
Inuktitut Inuktitut (Inuktitut syllabics: áá“„á’á‘Žá‘ᑦ (fonts required), literally "like the Inuit") is the name of the varieties of Inuit language spoken in Canada. It is spoken in all areas north of the tree-line, including parts of the provinces of Newfoundland and Labrador, Quebec, to some extent in northeastern Manitoba as well as the territories of Nunavut, the Northwest Territories, and traditionally on the Arctic Ocean coast of Yukon.
Inuktitut (magazine) Inuktitut (áá“„á’á‘Žá‘ᑦ) is an Canadian Inuit magazine produced by the Inuit Tapiriit Kanatami and Beat Studios. The magazine, available three times a year, is published in Inuktitut (syllabics), Inuinnaqtun, English and French.
Inuktitut syllabics The Inuktitut syllabary (Inuktitut: titirausiq nutaaq) is a writing system used by Inuit people in Nunavut and in Nunavik, Quebec. It was originally adapted from the Cree syllabary by Edmund Peck, an Anglican missionary, in the 1870s.
Inuktitut writing The Inuktitut language is written in different ways in different places. In Greenland, Alaska, Labrador, the Mackenzie River delta in the Northwest Territories and in part of Nunavut, it is written with the Roman alphabet.
Inul Daratista Inul Daratista (born Ainur Rokhimah, 3 January 1979) is a dangdut singer and performance artist from Pasuruan, East Java, Indonesia. She became nationally famous in 2003, and is known for her suggestive style of dancing that has caused major controversy in Indonesia.
Inula Inula is a large genus of about 90 species of flowering plants in the family Asteraceae, native to Europe, Asia and Africa. It has been reported that this genus is paraphyletic, based on chemical data of the phenolic compounds of this genus.
Inundative application Inundative biological control refers to the release of overwhelming numbers of a mass-produced biological control agent in the expectation of achieving a rapid reduction of a pest population without necessarily achieving continuing impact.
Inupiaq language Inupiaq, Iñupiaq, Inupiak or Inupiatun is a group of dialects of the Inuit language spoken in northern and northwestern Alaska. There are roughly 10,000 speakers of these dialects; the people are known as Inupiat.
Inuus In Roman mythology, Inuus was an ancient protector of livestock, one of the di indigetes. He was probably a god of fertility or sexual intercourse, as his name was thought by some to be connected with the word ["to copulate".
Inuyasha: Secret of the Divine Jewel (US) Inuyasha: Secret of the Divine Jewel, for the Nintendo DS is a new RPG game being developed by Namco/Bandai Games America, Inc. Once again, Inuyasha and his friends are off on another adventure through the Sengoku Jidai.
InuYasha the Movie: Fire on the Mystic Island "Eiga Inuyasha: Guren no HĹŤraijima"; ć 画犬夜叉　紅蓮ă®č“¬čŽ±ĺł¶ (Inuyasha THE MOVIE: Fire on the Mystic Island) is the fourth of four movies in the Inuyasha television anime series. It was released in Japan on December 23rd, 2004.
InuYasha the Movie: Swords of an Honorable Ruler InuYasha the Movie: Swords of an Honorable Ruler ("Eiga Inuyasha: Tenka HadĹŤ no Ken"; ć 画犬夜叉　天下覇é“ă®ĺ‰Ł; also known as Inuyasha the Movie 3: Swords of an Honorable Ruler) is the third of four movies in the Inuyasha franchise. It was released in Japan on December 20, 2003, and in the United States on September 6, 2005.
InuYasha yĹŤkai list This article pertains to the anime and manga series InuYasha and is a list of some of the yĹŤkai (demons) who appear in the series. Some others appear in InuYasha characters and List of minor InuYasha characters.
InuYasha: The Secret of the Cursed Mask (the North American version of this game is called Inuyasha: The Secret of the Cursed Mask) is a role-playing game for the PlayStation 2 based on the manga/anime series InuYasha. The player is able to choose from a girl character (Kaname Kururugi) and a boy character (Michiru Kururugi), collectively known as Kururugi.
InUniform inUniform is an indie alternative rock band based in Toronto, Ontario. Founded by Danny Gorman in 2004, the band have been invited to two NXNE showcases, been featured at Nuit Blanche at the 401 Richmond Gallery, as well as played many top venues around the GTA such as the Drake Hotel, El Mocambo and the Rivoli.
Inva Mula Inva Mula (also Inva Mula-Çako or Inva Mula-Tchako, born 1963) is an opera singer born in Tirana, Albania. She is perhaps best-known to the American pop culture as the soprano voice behind the Diva in the film The Fifth Element (where she is credited as Inva Mulla Tchako).
Invacare Invacare Corporation is one of the top manufacturers of non acute medical care products including wheelchairs mobility scooters and other DME. invacare is headquartered in elyria, ohio they server over 11 countries and are listed on the NYSE under the symbol IVC.
Invader (artist) Invader is a street artist who pastes up characters from and inspired by the Space Invaders game, made up of small coloured square tiles. He does this in cities across the world, then documents this as an "Invasion", with maps of where to find each invader.
Invader potential In conservation biology, invader potential is the qualatative and quantitative measure of a given invasive species probability to invade a given ecosystem. Exotic species with high invader potential are ones with high tolerance of different climates, dissolved oxygen content (for aquatic organisms), high propagule pressure and species with a large number of individuals introduced.
Invader Zim Invader Zim is an American animated television series created by comic book writer/artist Jhonen Vasquez and aired on Nickelodeon. First broadcast on March 30, 2001 (the same day as The Fairly OddParents), the show's strange animation, quirky humor, and dark, cynical style gave it a devoted cult following, with an audience of an older average age than those of most of Nickelodeon's other cartoons.
Invaders from Mars (Doctor Who audio) Invaders from Mars is a Big Finish Productions audio drama based on the long-running British science fiction television series Doctor Who. This audio drama was broadcast on BBC 7 in four weekly parts starting on 29 October 2005, and was rebroadcast on the same channel beginning on 19 November 2006.
Invalidenfriedhof Cemetery The Invalidenfriedhof Cemetery (German: 'Invalid's Cemetery') is one of the oldest cemeteries in Berlin. The cemetery was the traditional resting place of the Prussian military, and is regarded as particularly important as a memorial to the German Wars of Liberation (1813 - 1815).
Invariable plane The invariable plane of the solar system is the plane passing through its barycenter (center of mass) which is perpendicular to its angular momentum vector, about 98% of which is contributed by the orbital angular momenta of the four jovian planets (Jupiter, Saturn, Uranus, and Neptune). It is also called the Laplacian plane after the French astronomer who first recognized it, Pierre Simon Laplace.
Invariance (music) In music using the twelve tone technique invariance describes the portions of rows which have been so designed that they remain invariant under the allowable transformations (inversion, retrograde, retrograde-inversion, multiplication). George Perle describes their use as "pivots" or non-tonal ways of emphasizing certain pitches.
Invariance theorem In algorithmic information theory, the invariance theorem, originally proved by Ray Solomonoff, states that a universal Turing machine provides an optimal means of description, up to a constant. Formally, for every machine M there exists a constant c such that for all binary strings x we have
Invariant (physics) In mathematics and theoretical physics, an invariant is that which remains unchanged under some transformation. Examples of invariants include the speed of light under a Lorentz transformation and time under a Galilean transformation.
Invariant Based Programming Invariant based programming is a programming methodology where specifications and invariants are written before the actual program statements. Writing down the invariants during the programming process has a number of advantages: it requires the programmer to make his intentions about the program behavior explicit before actually implementing it, and invariants can be evaluated dynamically during execution to catch common programming errors.
Invariant mass The invariant mass or intrinsic mass or proper mass or rest mass or just mass is a measurement or calculation of the mass of an object that is the same for all frames of reference. For any frame of reference, the invariant mass may be determined from a calculation involving an object's total energy and momentum.
Invariant subspace problem In the field of mathematics known as functional analysis, one of the most prominent open problems is the invariant subspace problem, sometimes optimistically known as the invariant subspace conjecture. It is the question whether the following statement is true:
Invariant theory In mathematics, invariant theory refers to the study of invariant algebraic forms (equivalently, symmetric tensors) for the action of linear transformations. This was a major field of study in the latter part of the nineteenth century, when it appeared that progress in this particular field (out of any number of possible mathematical formulations of invariance with respect to symmetry) was the key algorithmic discipline.
Invasion An invasion is a military action consisting of armed forces of one geopolitical entity entering territory controlled by another such entity, generally with the objective of conquering territory, or altering the established government. An invasion can be the cause of a war, it can be used as a part of a larger strategy to end a war, or it can constitute an entire war in itself.
Invasion (1975 novel) Invasion (also known as Winter Moon) is a novel by author Dean Koontz, released in 1975 under the pseudonym Aaron Wolfe. Koontz later extensively revised this work and it was reissued in 1994 under the title Winter Moon.
Invasion (Sliders) Invasion is the twelfth episode for the second season of the science fiction television show Sliders. Arturo, Quinn, Rembrandt, and Wade first encounter the Kromaggs, an aggressive race with sliding (interdimensional travel) technology.
Invasion and Occupation of the Andaman Islands during World War II The Andaman and Nicobar Islands (8,293 sq km on 139 islands), are a group of islands situated in the Bay of Bengal at about 780 miles from Kolkata, 740 miles from Chennai and 120 miles from Cape Nargis in Burma. Until 1938 the British government used them as a penal colony for Indian and African political prisoners, who were mainly put in the notorious Cellular Jail in Port Blair, the biggest town (port) on the islands.
Invasion Iowa Invasion Iowa is a television mini-series that aired on Spike TV beginning on March 29, 2005 and on ITV4 beginning on 3 November 2005. The series depicts events from September of 2004, in which William Shatner played a hoax on the small town of Riverside, Iowa by claiming to film a science fiction movie there.
Invasion literature Invasion literature (or the invasion novel) was a historical literary genre most notable between 1871 and the First World War (1914). The genre first became recognizable starting in Britain in 1871 with the short story The Battle of Dorking, a fictional account of an invasion of England by Germany.
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