Dim (company)
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Dim (company)
Dim may refer to: Computing * .dim, a disk image * A keyword in most versions of the BASIC programming language Chemistry, biology, and medicine * 3,3'-Diindolylmethane, an anticarcinogen compound Organizations * Corporación Deportiva Independiente Medellín, a Colombian football club * Deportivo Independiente Miraflores, a football club based in the city of Miraflores, Lima, Perú * Dialogue Interreligieux Monastique, the European arm of the DIMMID, a movement promoting interfaith dialogue between monastic communities of different religions * Dirección de Inteligencia Militar, the military intelligence agency of Venezuela People * Nickname of John Wooldridge (1919–1958), British film music composer and Second World War bomber pilot Places * Dim, Amur Oblast, a rural locality in Amur Oblast, Russia * Dim, Iran, a village in South Khorasan Province Other uses * To dim, verb that means to lower the brightness of light * Dim, a European rhinoceros beetle in the 1998 Disney ...
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Disk Image
A disk image, in computing, is a computer file containing the contents and structure of a disk volume or of an entire data storage device, such as a hard disk drive, tape drive, floppy disk, optical disc, or USB flash drive. A disk image is usually made by creating a sector-by-sector copy of the source medium, thereby perfectly replicating the structure and contents of a storage device independent of the file system. Depending on the disk image format, a disk image may span one or more computer files. The file format may be an open standard, such as the ISO image format for optical disc images, or a disk image may be unique to a particular software application. The size of a disk image can be large because it contains the contents of an entire disk. To reduce storage requirements, if an imaging utility is filesystem-aware it can omit copying unused space, and it can compress the used space. History Disk images were originally (in the late 1960s) used for backup and disk clo ...
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European Rhinoceros Beetle
The European rhinoceros beetle (''Oryctes nasicornis'') is a large flying beetle belonging to the subfamily Dynastinae. Subspecies * ''Oryctes nasicornis afghanistanicus'' Endrödi, 1938 * ''Oryctes nasicornis chersonensis'' Minck, 1915 * ''Oryctes nasicornis corniculatus'' Villa & Villa, 1833 * ''Oryctes nasicornis edithae'' Endrödi, 1938 * ''Oryctes nasicornis grypus'' (Illiger, 1803) * ''Oryctes nasicornis hindenburgi'' Minck, 1915 * ''Oryctes nasicornis holdhausi'' Minck, 1914 * ''Oryctes nasicornis illigeri'' Minck, 1915 * ''Oryctes nasicornis kuntzeni'' Minck, 1914 * ''Oryctes nasicornis latipennis'' Motschulsky, 1845 * ''Oryctes nasicornis mariei'' (Bourgin, 1949) * ''Oryctes nasicornis nasicornis'' (Linnaeus, 1758) * ''Oryctes nasicornis ondrejanus ''Minck, 1916 * ''Oryctes nasicornis polonicus'' Minck, 1916 * ''Oryctes nasicornis przevalskii'' Semenow & Medvedev, 1932 * ''Oryctes nasicornis punctipennis'' Motschulsky, 1860 * ''Oryctes nasicornis shiraticus'' Endrödi & ...
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Diminutive
A diminutive is a root word that has been modified to convey a slighter degree of its root meaning, either to convey the smallness of the object or quality named, or to convey a sense of intimacy or endearment. A (abbreviated ) is a word-formation device used to express such meanings. In many languages, such forms can be translated as "little" and diminutives can also be formed as multi-word constructions such as " Tiny Tim". Diminutives are often employed as nicknames and pet names when speaking to small children and when expressing extreme tenderness and intimacy to an adult. The opposite of the diminutive form is the augmentative. Beyond the ''diminutive form'' of a single word, a ''diminutive'' can be a multi-word name, such as "Tiny Tim" or "Little Dorrit". In many languages, formation of diminutives by adding suffixes is a productive part of the language. For example, in Spanish can be a nickname for someone who is overweight, and by adding an suffix, it becomes which ...
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Diminuendo
In music, the dynamics of a piece is the variation in loudness between notes or phrases. Dynamics are indicated by specific musical notation, often in some detail. However, dynamics markings still require interpretation by the performer depending on the musical context: for instance, the ''forte'' marking (meaning loud) in one part of a piece might have quite different objective loudness in another piece or even a different section of the same piece. The execution of dynamics also extends beyond loudness to include changes in timbre and sometimes tempo rubato. Purpose and interpretation Dynamics are one of the expressive elements of music. Used effectively, dynamics help musicians sustain variety and interest in a musical performance, and communicate a particular emotional state or feeling. Dynamic markings are always relative. never indicates a precise level of loudness; it merely indicates that music in a passage so marked should be considerably quieter than . There are m ...
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Diminished Triad
In music theory, a diminished triad (also known as the minor flatted fifth) is a triad consisting of two minor thirds above the root. It is a minor triad with a lowered ( flattened) fifth. When using chord symbols, it may be indicated by the symbols "dim", "", "m5", or "MI(5)". However, in most popular-music chord books, the symbol "dim" and "" represents a diminished seventh chord (a four-tone chord), which in some modern jazz books and music theory books is represented by the "dim7" or "7" symbols. For example, the diminished triad built on C, written as C, has pitches C–E–G: : The chord can be represented by the integer notation . In the common practice period, the diminished triad is considered dissonant because of the diminished fifth (or tritone). Harmonic function In major scales, a diminished triad occurs only on the seventh scale degree. For instance, in the key of C, this is a B diminished triad (B, D, F). Since the triad is built on the seventh scale de ...
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Dimension (vector Space)
In mathematics, the dimension of a vector space ''V'' is the cardinality (i.e., the number of vectors) of a basis of ''V'' over its base field. p. 44, §2.36 It is sometimes called Hamel dimension (after Georg Hamel) or algebraic dimension to distinguish it from other types of dimension. For every vector space there exists a basis, and all bases of a vector space have equal cardinality; as a result, the dimension of a vector space is uniquely defined. We say V is if the dimension of V is finite, and if its dimension is infinite. The dimension of the vector space V over the field F can be written as \dim_F(V) or as : F read "dimension of V over F". When F can be inferred from context, \dim(V) is typically written. Examples The vector space \R^3 has \left\ as a standard basis, and therefore \dim_(\R^3) = 3. More generally, \dim_(\R^n) = n, and even more generally, \dim_(F^n) = n for any field F. The complex numbers \Complex are both a real and complex vector space; we have ...
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Dimension
In physics and mathematics, the dimension of a Space (mathematics), mathematical space (or object) is informally defined as the minimum number of coordinates needed to specify any Point (geometry), point within it. Thus, a Line (geometry), line has a dimension of one (1D) because only one coordinate is needed to specify a point on itfor example, the point at 5 on a number line. A Surface (mathematics), surface, such as the Boundary (mathematics), boundary of a Cylinder (geometry), cylinder or sphere, has a dimension of two (2D) because two coordinates are needed to specify a point on itfor example, both a latitude and longitude are required to locate a point on the surface of a sphere. A two-dimensional Euclidean space is a two-dimensional space on the Euclidean plane, plane. The inside of a cube, a cylinder or a sphere is three-dimensional (3D) because three coordinates are needed to locate a point within these spaces. In classical mechanics, space and time are different categ ...
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The Gazette (band)
The Gazette (stylized as the GazettE), formerly known as , is a Japanese visual kei Rock music, rock band, formed in Kanagawa Prefecture, Kanagawa in early 2002.''Shoxx'' Vol 106 June 2007 pg 40-45 The band is currently signed to Sony Music Records. Biography 2002: Conception and early work The band began in 2002 with Ruki (vocals), Reita (bass) and Uruha (lead guitar) in Kanagawa Prefecture. After being involved with other bands in the visual kei movement, the trio decided that the Gazette would be their last band. They recruited Aoi (second guitar) and Yune (drums) from disbanded visual band Artia and formally became the Gazette in January 2002. The band name is an intentional misspelling of . Originally signed to Matina, they released their first single, "Wakaremichi", and first music video on April 30, 2002. "Wakaremichi" was re-released in June. By September, they had released "Kichiku Kyoushi (32sai Dokushin) no Nousatsu Kouza" and their second PV. In October 2002, they pl ...
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Dim (album)
''Dim'' is the fourth studio album by Japanese rock band the Gazette. It was released on July 15, 2009, in Japan. It includes the three lead up singles: " Guren", " Leech", and " Distress and Coma". The album scored number two on the Oricon Daily Charts and number five on the Oricon Weekly Charts, selling 37,797 copies in its first week. Track listing DVD (limited edition only) # "The Invisible Wall" Music Clip # "The Other Side of Dim" A collection of recording clips from the studio. The Limited Edition sold at Tower Records Tower Records is an international retail franchise and online music store that was formerly based in Sacramento, California, United States. From 1960 until 2006, Tower operated retail stores in the United States, which closed when Tower Recor ... also came packaged with a Car Bumper Sticker, 5 Postcards and a Poster References External links PS Company Official WebsiteKing Records Official Website 2009 albums The Gazette (band) albums< ...
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A Bug's Life
''A Bug's Life'' is a 1998 American computer-animated comedy film produced by Pixar Animation Studios for Walt Disney Pictures. It was the second feature-length film produced by Pixar. Directed by John Lasseter and co-directed by Andrew Stanton, the film involves a misfit ant, Flik, who is looking for "tough warriors" to save his colony from a protection racket run by Hopper's gang of grasshoppers. Unfortunately, the "warriors" he brings back turn out to be an inept troupe of Circus Bugs. The film was initially inspired by Aesop's fable ''The Ant and the Grasshopper''. Production began shortly after the release of ''Toy Story'' in 1995. The screenplay was penned by Stanton and comedy writers Donald McEnery and Bob Shaw from a story by Lasseter, Stanton, and Joe Ranft. The ants in the film were redesigned to be more appealing, and Pixar's animation unit employed technical innovations in computer animation. Randy Newman composed the music for the film. During production, a contr ...
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Dimmer
A dimmer is a device connected to a light fixture and used to lower the brightness of the lighting, light. By changing the voltage waveform applied to the lamp, it is possible to lower the luminous intensity, intensity of the light output. Although variable-voltage devices are used for various purposes, the term ''dimmer'' is generally reserved for those intended to lighting control system, control light output from resistive incandescent light, incandescent, halogen lamp, halogen, and (more recently) compact fluorescent lamps (CFLs) and light-emitting diodes (LED lamp, LEDs). More specialized equipment is needed to dim fluorescent lamp, fluorescent, mercury-vapor lamp, mercury-vapor, solid-state lighting, solid-state, and other arc lamp, arc lighting. Dimmers range in size from small units the size of domestic light switches to high-power units used in large theatrical or architectural lighting design, architectural lighting installations. Small domestic dimmers are generally ...
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BASIC
BASIC (Beginners' All-purpose Symbolic Instruction Code) is a family of general-purpose, high-level programming languages designed for ease of use. The original version was created by John G. Kemeny and Thomas E. Kurtz at Dartmouth College in 1963. They wanted to enable students in non-scientific fields to use computers. At the time, nearly all computers required writing custom software, which only scientists and mathematicians tended to learn. In addition to the program language, Kemeny and Kurtz developed the Dartmouth Time Sharing System (DTSS), which allowed multiple users to edit and run BASIC programs simultaneously on remote terminals. This general model became very popular on minicomputer systems like the PDP-11 and Data General Nova in the late 1960s and early 1970s. Hewlett-Packard produced an entire computer line for this method of operation, introducing the HP2000 series in the late 1960s and continuing sales into the 1980s. Many early video games trace their ...
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