Link (Øystein Sevåg Album)
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Link (Øystein Sevåg Album)
Link or Links may refer to: Places * Link, West Virginia, an unincorporated community in the US * Link River, Klamath Falls, Oregon, US People with the name * Link (singer) (Lincoln Browder, born 1964), American R&B singer * Link (surname) * Charles Lincoln "Link" Neal III of Rhett & Link (born 1978), American comedian and YouTuber * Link Wray (1929–2005), American rock-and-roll guitarist Devices * Link, a single element of a chain * Link-and-pin coupler Science and technology Computing * Hyperlink, from one electronic document to another * link (Unix), command-line program to link directory entries * , a type of HTML element * Link, in a linked list * Linker (computing), converts object files to executable * Links (web browser) * Microsoft Office Assistant Links, an animated cat * Link layer in computer networking * ln (Unix), command-line program to create a link to a file * Chainlink (blockchain), a cryptocurrency Data networks * Link (Indonesia), an interbank netwo ...
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Link, West Virginia
Link is an unincorporated community in Tyler County, West Virginia West Virginia is a mountainous U.S. state, state in the Southern United States, Southern and Mid-Atlantic (United States), Mid-Atlantic regions of the United States.The United States Census Bureau, Census Bureau and the Association of American ..., United States. Its post office is closed. The community most likely was named after the local Link family. References Unincorporated communities in West Virginia Unincorporated communities in Tyler County, West Virginia {{TylerCountyWV-geo-stub ...
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Chainlink (blockchain)
Chainlink is a decentralized blockchain oracle network. Chainlink's token is on Ethereum. The network is intended to be used to facilitate the transfer of tamper-proof data from off-chain sources to on-chain smart contracts. History Chainlink was created in 2017 by Sergey Nazarov and Steve Ellis, who co-authored a white paper introducing the Chainlink Protocol (network), protocol and network with Cornell University professor Ari Juels the same year. Chainlink acts as a "bridge" between a blockchain and off-chain environments. The network, which services smart contracts, was formally launched in 2019. In 2018, Chainlink integrated Town Crier, a trusted execution environment-based blockchain oracle that Juels also worked on. Town Crier connects the Ethereum blockchain with web sources that use HTTPS. In 2020, Chainlink integrated DECO, a Cornell project co-created by Juels. DECO is described by its authors as a cryptographic protocol, protocol that uses zero-knowledge proofs to ...
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Encino Man
''Encino Man'' (also known as ''California Man'' in several territories) is a 1992 American comedy film directed by Les Mayfield in his directorial debut This is a list of film directorial debuts in chronological order. The films and dates referred to are a director's first commercial cinematic release. Many filmmakers have directed works which were not commercially released, for example early work .... The film stars Sean Astin, with a supporting cast of Brendan Fraser, Mariette Hartley, Richard Masur and Pauly Shore. In the film, two teenagers discover and thaw a frozen caveman, who has to adjust to 20th-century society while teaching them life lessons of his own. The film was released on May 22, 1992, by Walt Disney Studios Motion Pictures, Buena Vista Pictures Distribution (under its Hollywood Pictures label). Despite negative reviews, ''Encino Man'' was a box-office success, grossing $40.7 million worldwide on a $7 million budget. Today it is considered a cult classic. ...
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Stone Cold (Swindells Novel)
''Stone Cold'' is a young-adult novel by Robert Swindells, published by Heinemann in 1993. Set in Bradford and on the streets of London, the first-person narrative switches between Link, a newly-homeless young man adjusting to his situation, and Shelter, an ex-army officer scorned after being dismissed from his job, supposedly on "medical grounds", with a sinister motive. Plot The story, told in a dual narrative, follows Link and Shelter and their experience of homelessness. After Link's father abandons his family, Link's mother starts a relationship with a new boyfriend, Vincent, who forces Link out of the family home in Bradford. Link, now homeless, decides to travel to Camden, London. He tries to get used to his surroundings and is soon assaulted by another homeless person. Soon after this, he meets Ginger, a streetwise homeless man, who takes him under his wing. Link and Ginger work together and become friends. Meanwhile, Shelter is busy with his own task. A sociopathic ex- ...
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Link (The Matrix)
This is a list of characters from ''The Matrix'' franchise universe. Many of the characters listed here have names reflecting certain aspects of them, such as their status, personality, or role. Introduced in ''The Matrix'' Apoc Apoc (played by Julian Arahanga) is a crew member of the ''Nebuchadnezzar'' in ''The Matrix''. He is murdered by Cypher when the latter forcibly unplugs Apoc's connection to the Matrix in the real world, killing him instantly. Agent Brown and Agent Jones Choi and DuJour Choi (played by Marc Gray) is assumedly a bluepill who appears in the first movie buying illegal software from Neo, for which Choi pays $2,000 in cash. Choi, his latex-clad girlfriend DuJour (played by Ada Nicodemou), and several unnamed and unspeaking friends arrive at Neo's door after he had been mysteriously told to "follow the white rabbit" through his computer. When Neo notices that Dujour has a tattoo of a white rabbit on the back of her left shoulder, he accepts their offer to ...
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Link (The Legend Of Zelda)
is a Character (arts), fictional character and the protagonist of Nintendo's video game franchise ''The Legend of Zelda''. He was created by Japanese video game designer Shigeru Miyamoto. Link was introduced as the hero of the original ''The Legend of Zelda (video game), The Legend of Zelda'' video game in 1986 and has appeared in a total of List of The Legend of Zelda media#Main series, 21 entries in the series, as well as a number of spin-offs. Common elements in the series include Link travelling through Hyrule whilst exploring dungeons, battling creatures, and solving puzzles until he eventually defeats the series' primary antagonist, Ganon, and saves Princess Zelda. Throughout the series, Link has made multiple appearances in a variety of incarnations, but has been traditionally depicted in his signature green cap and tunic wielding a sword and shield. He has appeared as both a child and young adult of the elf-like Hylian race. Within ''Zelda'' mythology, Link is the soul ...
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Telecommunications Link
In a telecommunications network, a link is a communication channel that connects two or more devices for the purpose of data transmission. The link may be a dedicated physical link or a virtual circuit that uses one or more physical links or shares a physical link with other telecommunications links. A telecommunications link is generally based on one of several types of information transmission paths such as those provided by communication satellites, terrestrial radio communications infrastructure and computer networks to connect two or more points. The term ''link'' is widely used in computer networking to refer to the communications facilities that connect nodes of a network. Sometimes the communications facilities that provide the communication channel that constitutes a link are also included in the definition of ''link''. Types Point-to-point A point-to-point link is a dedicated link that connects exactly two communication facilities (e.g., two nodes of a networ ...
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Topographic Prominence
In topography, prominence or relative height (also referred to as autonomous height, and shoulder drop in US English, and drop in British English) measures the height of a mountain or hill's summit relative to the lowest contour line encircling it but containing no higher summit within it. It is a measure of the independence of a summit. The key col ("saddle") around the peak is a unique point on this contour line and the ''parent peak'' (if any) is some higher mountain, selected according to various criteria. Definitions The prominence of a peak is the least drop in height necessary in order to get from the summit to any higher terrain. This can be calculated for a given peak in the following manner: for every path connecting the peak to higher terrain, find the lowest point on the path; the ''key col'' (or ''highest saddle (landform), saddle'', or ''linking col'', or ''link'') is defined as the highest of these points, along all connecting paths; the prominence is the differ ...
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Link (Mars)
Link is a rock outcrop on the surface of Aeolis Palus, between Peace Vallis and Aeolis Mons, Aeolis Mons ("Mount Sharp"), in Gale (crater), Gale crater on the planet Mars. The outcrop was encountered by the Curiosity rover, ''Curiosity'' rover on the way from Bradbury Landing to Glenelg, Mars, Glenelg Intrigue on September 2, 2012 (the 27th Timekeeping on Mars#Sols, sol of the mission), and was named after a significant rock formation (and lake) in the Northwest Territories of Canada. The "approximate" site coordinates are: . The outcrop is a Conglomerate (geology), conglomerate of gravel that has been Sorting (sediment), well-sorted, containing well-rounded, smooth, Abrasion (geology), abraded pebbles. Pebbles and gravel a few millimeters to centimeters across are embedded in amongst a finer, white Matrix (geology), matrix. This outcrop geology is strikingly similar to some terrestrial Conglomerate (geology)#Fluvial, fluvial conglomerates. Around the rock are scattered well sort ...
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Link Function
In statistics, a generalized linear model (GLM) is a flexible generalization of ordinary linear regression. The GLM generalizes linear regression by allowing the linear model to be related to the response variable via a ''link function'' and by allowing the magnitude of the variance of each measurement to be a function of its predicted value. Generalized linear models were formulated by John Nelder and Robert Wedderburn as a way of unifying various other statistical models, including linear regression, logistic regression and Poisson regression. They proposed an iteratively reweighted least squares method for maximum likelihood estimation (MLE) of the model parameters. MLE remains popular and is the default method on many statistical computing packages. Other approaches, including Bayesian regression and least squares fitting to variance stabilized responses, have been developed. Intuition Ordinary linear regression predicts the expected value of a given unknown quantity ...
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Link (knot Theory)
In mathematical knot theory, a link is a collection of knots that do not intersect, but which may be linked (or knotted) together. A knot can be described as a link with one component. Links and knots are studied in a branch of mathematics called knot theory. Implicit in this definition is that there is a ''trivial'' reference link, usually called the unlink, but the word is also sometimes used in context where there is no notion of a trivial link. For example, a co-dimension 2 link in 3-dimensional space is a subspace of 3-dimensional Euclidean space (or often the 3-sphere) whose connected components are homeomorphic to circles. The simplest nontrivial example of a link with more than one component is called the Hopf link, which consists of two circles (or unknots) linked together once. The circles in the Borromean rings are collectively linked despite the fact that no two of them are directly linked. The Borromean rings thus form a Brunnian link and in fact constitu ...
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Simplicial Link
The link in a simplicial complex is a generalization of the neighborhood of a vertex in a graph. The link of a vertex encodes information about the local structure of the complex at the vertex. Link of a vertex Given an abstract simplicial complex and v a vertex in V(X), its link \operatorname(v,X) is a set containing every face \tau \in X such that v\not\in \tau and \tau\cup \ is a face of . * In the special case in which is a 1-dimensional complex (that is: a graph), \operatorname(v,X) contains all vertices u\neq v such that \ is an edge in the graph; that is, \operatorname(v, X)=\mathcal(v)=the neighborhood system of v in the graph. Given a geometric simplicial complex and v\in V(X), its link \operatorname(v,X) is a set containing every face \tau \in X such that v\not\in \tau and there is a simplex in X that has v as a vertex and \tau as a face. Equivalently, the join v \star \tau is a face in X. * As an example, suppose v is the top vertex of the tetrahedron at t ...
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