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Hyper U
Hyper may refer to: Arts and entertainment * ''Hyper'' (2016 film), 2016 Indian Telugu film * ''Hyper'' (2018 film), 2018 Indian Kannada film * ''Hyper'' (magazine), an Australian video game magazine *Hyper (TV channel), a Filipino sports channel * Hyper+, a former Polish programming block on Teletoon+ Mathematics * Hypercube, the n-dimensional analogue of a square and a cube *Hyperoperation, an arithmetic operation beyond exponentiation * Hyperplane, a subspace whose dimension is one less than that of its ambient space *Hypersphere, the set of points at a constant distance from a given point called its centre *Hypersurface, a generalization of the concepts of hyperplane, plane curve, and surface *Hyperstructure, an algebraic structure equipped with at least one multivalued operation *Hyperbolic functions, analogues of trigonometric functions defined using the hyperbola rather than the circle Other uses *DJ Hyper (born 1977), a British electronic musician *Hyper key, a modifier ...
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Hyper (2016 Film)
''Hyper'' is a 2016 Indian Telugu language, Telugu-language Action film, action-comedy drama film directed by Santosh Srinivas and produced by 14 Reels Entertainment. The film features Ram Pothineni, Raashi Khanna, and Sathyaraj in the lead roles, while Rao Ramesh, Murali Sharma, Naresh (actor), Naresh, Thulasi Shivamani, Sayaji Shinde, Posani Krishna Murali, and Brahmaji play supporting roles. The songs featured in the film are composed by Ghibran, while the background score is composed by Mani Sharma. The film was released worldwide on 30 September 2016. Plot Narayana Murthy (Sathyaraj) is an honest government employee. His son Suryanarayana Murthy "Suri" (Ram Pothineni) loves him in such a way that he is ready to die or kill anyone. One day when he was about to meet with an accident, Gaja (Murali Sharma) a gangster protects him. The two becomes friends. One day Rajappa (Rao Ramesh) blackmails Narayana Murthy to get approval for a building which was illegally constructed. Rajap ...
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Hyperstructure
Hyperstructures are algebraic structures equipped with at least one multi-valued operation, called a ''hyperoperation''. The largest classes of the hyperstructures are the ones called Hv – structures. A hyperoperation (\star) on a nonempty set H is a mapping from H \times H to the nonempty power set P^\!(H), meaning the set of all nonempty subsets of H, i.e. :\star: H \times H \to P^\!(H) :\quad\ (x,y) \mapsto x \star y \subseteq H. For A,B \subseteq H we define : A \star B = \bigcup_ a \star b and A \star x = A \star \,\, x \star B = \ \star B. (H, \star ) is a ''semihypergroup'' if (\star) is an associative hyperoperation, i.e. x \star (y \star z) = (x \star y)\star z for all x, y, z \in H. Furthermore, a hypergroup is a semihypergroup (H, \star ) , where the reproduction axiom Reproduction (or procreation or breeding) is the biological process by which new individual organisms – "offspring" – are produced from their "parent" or parents. Reproduction is a ...
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Europe Sails Hyper
The Europe Sails Hyper is an Austrian high-wing, single-place, hang glider that was designed and produced by Europe Sails.Bertrand, Noel; Rene Coulon; et al: ''World Directory of Leisure Aviation 2003-04'', page 43. Pagefast Ltd, Lancaster OK, 2003. ISSN 1368-485X Design and development The Hyper was produced in the early 2000s, in one size only, with a wing area of . The aircraft is made from aluminum tubing, with the wing covered in Dacron sailcloth. Its span wing has a nose angle of 132° and an aspect ratio of 7.5:1. The design sold for € The euro sign () is the currency sign used for the euro, the official currency of the eurozone and unilaterally adopted by Kosovo and Montenegro. The design was presented to the public by the European Commission on 12 December 1996. It consists o ...3963 in 2003. Specifications (Hyper) References {{Europe Sails aircraft Hang gliders ...
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Hyper Island
Hyper Island is a digital creative business school with a consultancy side specializing in industry training using digital technology. It was founded 1996 in Karlskrona, Sweden and has presence through offices or campuses in Sweden (Headquarters), Brazil, UK, US, and Singapore. Hyper Island offers full-time and part-time education programs as well as intensive courses aimed at industry executives. The different Hyper Island MA programs are accredited through Teesside University. Hyper Island also offers short term training of working professionals to boost knowledge levels and understanding of digital culture and media, transformative technology and how these affect ideation, execution, workflows, client collaboration and business models. Methodology and Philosophy Hyper Island focuses on nontraditional methods of education. * Experiential learning * Lifelong learning * Reflection and teamwork Teamwork is the collaborative effort of a group to achieve a common goal or t ...
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Hyper Engine
The hyper engine was a 1930s study project by the United States Army Air Corps (USAAC) to develop a high-performance aircraft engine that would be equal to or better than the aircraft and engines then under development in Europe. The project goal was to produce an engine that was capable of delivering 1 hp/in3 (46 kW/L) of engine displacement for a weight of less than 1 lb/hp delivered. The ultimate design goal was an increased power-to-weight ratio suitable for long-range airliners and bombers. At the time, no production engine could come close to the requirements, although this milestone had been met by specially modified or purpose-built racing engines such as the Napier Lion and Rolls-Royce R. A typical large engine of the era, the Pratt & Whitney R-1830 Twin Wasp radial, developed about 1,200 hp (895 kW) from 1,830 in3 (30 L) so an advance of at least 50% would be needed. Simply scaling up an existing design would not solve the problem. Whil ...
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Hyper Key
The space-cadet keyboard is a keyboard designed by John L. Kulp in 1978 and used on Lisp machines at Massachusetts Institute of Technology (MIT), which inspired several still-current jargon terms in the field of computer science and influenced the design of Emacs. It was inspired by the Knight keyboard, which was developed for the Knight TV system, used with MIT's Incompatible Timesharing System. Description The space-cadet keyboard was equipped with seven modifier keys: four keys for bucky bits (, , , and ), and three shift keys, called , , and (which was labeled on the ''front'' of the key; the top was labeled ). had been introduced on the earlier Knight keyboard, while and were introduced by this keyboard. Each group was in a row, thus allowing easy chording, or pressing of several modifier keys; for example, could be pressed with the fingers of one hand, while the other hand pressed another key. Many keys had three symbols on them, accessible by means of the shift keys ...
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DJ Hyper
DJ Hyper (born 23 February 1977) is a British DJ, producer and remixer, known for his use of live bass, guitars and uncompromising vocals. He has done remixes for artists such as BT and Paul Van Dyk and his music has been featured on TV and in trailers and video games. Hyper has releases on labels such as Distinct'ive Breaks Records, Bedrock Records, and Positiva Recordings. He has also performed as a band featuring The Prodigy's members Leeroy Thornhill and Jim Davies along with co-producer John Ross on drums. Their first studio album ''We Control'' advanced Hyper to the stages of festivals, including Glastonbury, The Glade, the Sziget Festival in Hungary and Coliseo Ciudad de Atarfe in Spain. Their second album ''Suicide Tuesday'' was released in September 2008. Hyper is currently under his own Kilowatt label. Music career Hyper released his debut album ''We Control'' in 2005, where he incorporated live instrumentation such as guitars and bass and fused it with his ...
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Hyperbolic Functions
In mathematics, hyperbolic functions are analogues of the ordinary trigonometric functions, but defined using the hyperbola rather than the circle. Just as the points form a circle with a unit radius, the points form the right half of the unit hyperbola. Also, similarly to how the derivatives of and are and respectively, the derivatives of and are and respectively. Hyperbolic functions occur in the calculations of angles and distances in hyperbolic geometry. They also occur in the solutions of many linear differential equations (such as the equation defining a catenary), cubic equations, and Laplace's equation in Cartesian coordinates. Laplace's equations are important in many areas of physics, including electromagnetic theory, heat transfer, fluid dynamics, and special relativity. The basic hyperbolic functions are: * hyperbolic sine "" (), * hyperbolic cosine "" (),''Collins Concise Dictionary'', p. 328 from which are derived: * hyperbolic tangent "" (), * hyp ...
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Hypersurface
In geometry, a hypersurface is a generalization of the concepts of hyperplane, plane curve, and surface. A hypersurface is a manifold or an algebraic variety of dimension , which is embedded in an ambient space of dimension , generally a Euclidean space, an affine space or a projective space. Hypersurfaces share, with surfaces in a three-dimensional space, the property of being defined by a single implicit equation, at least locally (near every point), and sometimes globally. A hypersurface in a (Euclidean, affine, or projective) space of dimension two is a plane curve. In a space of dimension three, it is a surface. For example, the equation :x_1^2+x_2^2+\cdots+x_n^2-1=0 defines an algebraic hypersurface of dimension in the Euclidean space of dimension . This hypersurface is also a smooth manifold, and is called a hypersphere or an -sphere. Smooth hypersurface A hypersurface that is a smooth manifold is called a ''smooth hypersurface''. In , a smooth hypersurface is orienta ...
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Hyper (2018 Film)
''Hyper'' is a 2018 Indian Kannada romantic comedy-action film directed by Ganesh Vinayak and produced under the MBigPictures banner. The film features Arjun Aarya and Sheela Kaur in the lead roles, along with Rangayana Raghu, Achuthakumar, Bullet Prakash, Shobhraj, Bank Janardhan and Srinivas Prabhu. The movie released on 29 June 2018. Plot Surya is an agriculture student, who wants to protect vanishing greenery in Bengaluru by planting saplings and fighting against tree felling. He evens runs a nursery farm in his free time. He falls in love with Swapna, who studies in the same college. Swapna's friend Naveen is also interested in her and causes trouble for the couple. What follows is a breakup, a hospital stay and police being on the lookout for serial killers in Madikeri. Surya desperately tries to reconcile with Swapna and the couple rekindle their romance. Slighted by her rejection, Naveen hires a killer to kill Swapna. Unaware of the dangers that await them, Surya and Swa ...
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Hypersphere
In mathematics, an -sphere or a hypersphere is a topological space that is homeomorphic to a ''standard'' -''sphere'', which is the set of points in -dimensional Euclidean space that are situated at a constant distance from a fixed point, called the ''center''. It is the generalization of an ordinary sphere in the ordinary three-dimensional space. The "radius" of a sphere is the constant distance of its points to the center. When the sphere has unit radius, it is usual to call it the unit -sphere or simply the -sphere for brevity. In terms of the standard norm, the -sphere is defined as : S^n = \left\ , and an -sphere of radius can be defined as : S^n(r) = \left\ . The dimension of -sphere is , and must not be confused with the dimension of the Euclidean space in which it is naturally embedded. An -sphere is the surface or boundary of an -dimensional ball. In particular: *the pair of points at the ends of a (one-dimensional) line segment is a 0-sphere, *a circle, which i ...
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Hyperplane
In geometry, a hyperplane is a subspace whose dimension is one less than that of its ''ambient space''. For example, if a space is 3-dimensional then its hyperplanes are the 2-dimensional planes, while if the space is 2-dimensional, its hyperplanes are the 1-dimensional lines. This notion can be used in any general space in which the concept of the dimension of a subspace is defined. In different settings, hyperplanes may have different properties. For instance, a hyperplane of an -dimensional affine space is a flat subset with dimension and it separates the space into two half spaces. While a hyperplane of an -dimensional projective space does not have this property. The difference in dimension between a subspace and its ambient space is known as the codimension of with respect to . Therefore, a necessary and sufficient condition for to be a hyperplane in is for to have codimension one in . Technical description In geometry, a hyperplane of an ''n''-dimensi ...
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