Setpoint or setpoint might mean one of Setpoint tennis , a tennis term meaning one player is one point away from winning a setSetpoint medicine , a term referring to any one of a number of quantities e.g. body weight , body temperature which the body tries to keep at a particular value see also homeostasis Setpoint control system , the target value that an automatic control system, for example PID controller, will aim to reach SetPoint , the driver suite for Logitech mice disambig pt Setpoint ... more details
About set points in medicine Setpoint disambiguation Setpoint Unreferenced date December 2011 In medicine, the term setpoint refers to any one of a number of quantities e.g. body weight , body temperature which the body tries to keep at a particular value. This concept is relevant to practices of physiology and psychology , among others. Example quantities with set points are body weight and happiness , both believed to have values th at are difficult to change. See also Homeostasis Category Medical terms Category Physiology Category Psychology medical stub ... more details
In mathematics , the diameter of a pointset is the maximum pairwise distance between two points in the set, or more generally, regardless of whether a maximum exists, the smallest upper bound on such distances. ref Algorithms and data structures proceedings, Volume 5 by WADS. 1997 ISBN 9783540633075 page 33 ref References Reflist Category Geometry geometry stub ... more details
The HIV setpoint is the viral load of a person infected with HIV , which stabilizes after a period of acute HIV infection. The setpoint is reached after the immune system has developed HIV antibodies and begins to attempt to fight the virus. The higher the viral load of the setpoint, the faster the virus will progress to AIDS the lower the viral load of the setpoint, the longer the patient will remain in clinical latency. The only effective way to lower the setpoint is through highly active antiretroviral therapy . ref cite web title Natural History of HIV Infection An Excerpt From The Guide to Living With HIV Infection date 2001 url http www.thebody.com jh bartlett natural.html accessdate 2007 01 13 Dead link date October 2010 bot H3llBot ref ref cite web last first authorlink coauthors title A Model Virus Could Mute the Effects of HIV work publisher Science Beat Berkeley Lab date 2004 06 14 url http www.lbl.gov Science Articles Archive sb July 2004 1 HIV.html format doi accessdate 2007 01 13 ref References references Category HIV AIDS infectious disease stub ... more details
Refimprove date December 2009 A triangulation of a set of points P in the plane geometry plane is a Polygon triangulation triangulation of the convex hull of P , with all points from P being among the vertices of the triangulation. Triangulations are special cases of planar straight line graph s. There are special triangulations like the Delaunay triangulation which is the Dual polytope geometric dual of the Voronoi diagram . Subsets of the Delaunay triangulation are the Gabriel graph , nearest neighbor graph and the minimal spanning tree . Triangulations have a number of applications, and there is an interest to find a good triangulation for a given pointset under some criteria. One of them is a minimum weight triangulation . Sometimes it is desirable to have a triangulation with special properties, e.g., in which all triangles have large angles long and narrow splinter triangles are avoided . Given a set of edges that connect some pairs of the points, the problem to determine whether they contain a triangulation is NP complete Lloyd, 1977 . ref E. L. Lloyd. On triangulations of a set of points in the plane. Proceedings of the 18th Annual IEEE Symposium on Foundations of Computer Science, Providence, Rhode Island, pp. 228 240, 1977. ref Triangulation and convex hull A triangulation of the set of points S in general position may be derived from of the convex hull of a set of points S sub 1 sub in the space of dimension larger by 1 which are the projections of the original pointset onto the paraboloid surface math x n 1 x 1 2 cdots x n 2 math . One has to construct the convex hull of the set S sub 1 sub and project it back onto the space of S . If points are not in general position, additional effort is required to triangulate the non tetrahedral facet geometry facet s. See also Polygon triangulation References reflist DEFAULTSORT PointSet Triangulation Category Triangulation geometry de Gitter Geometrie Dreiecksgitter fr Triangulation d un ensemble de points ... more details
In set theory , the critical point of an elementary embedding of a transitive class into another transitive class is the smallest ordinal number ordinal which is not mapped to itself. ref cite book last Jech first Thomas title Set Theory publisher Springer Verlag location Berlin year 2002 isbn 3540440852 p. 323 ref Suppose that j N M is an elementary embedding where N and M are transitive classes and j is definable in N by a formula of set theory with parameters from N . Then j must take ordinals to ordinals and j must be strictly increasing. Also j . If j for all and j , then is said to be the critical point of j. If N is Von Neumann universe V , then the critical point of j is always a measurable cardinal , i.e. an uncountable cardinal number such that there exists a complete, non principal ultrafilter over . Specifically, one may take the filter to be math A vert A subseteq kappa land kappa in j A ,. math Generally, there will be many other complete, non principal ultrafilters over . However, j might be different from the ultrapower s arising from such filter s . If N and M are the same and j is the identity function on N , then j is called trivial . If transitive class N is an inner model of ZFC and j has no critical point, i.e. every ordinal maps to itself, then j is trivial. References reflist DEFAULTSORT Critical PointSet Theory Category Large cardinals settheory stub ... more details
wiktionarypar set TOCright Set may refer to Mathematics and programming Set mathematics , A collection of well defined and distinct objects Set theory Category of sets Set computer science , a data type that is a collection of unique values Set C , an implementation of Set computer science in the C language Standard Template Library STL Chemistry SET, single electron transfer Psychology Set psychology , a set of expectations which shapes perception or thought Technology Set, to make become solid see Solidification A television setSET, Secure Electronic Transaction , a standard protocol for securing credit card transactions over insecure networks SET, Single Electron Transistor , a device to amplify currents in nanoelectronics SET, single ended triode , a type of electronic amplifier SET Awards, The Science, Engineering & Technology Student of the Year Awards Set command , a command for manipulating ..., a Quality Assurance job title in some software companies Saw set , the process of setting the teeth of a saw so each tooth protrudes to the side of the blade Arts Theatre Theatrical scenery Set construction , construction of scenery for theatrical, movie and video production Dancing Set, the basic square formation in Square dance square dancing Music DJ set or DJ mix , a musical performance by a DJ Set theory music , dealing with concepts for categorizing musical objects and describing their relationships Set music , a collection of discrete entities, for example pitch sets, duration sets, and timbre sets Set Thompson Twins album Set Thompson Twins album Set Alex Chilton album Set Alex Chilton album Set list , a list of songs to be performed at a concert In the professional jargon of music production and critique, a set refers to an album of songs. Fiction Set or Father Set , a fictional ... and games A chess setSet, a signal used in American football Set darts , when one player wins three legs Set game , a card game Set, a unit of play in tennis Set, a term for three of a kind in poker ... more details
Orphan date April 2010 In approximation theory , a finite collection of points math X subset R n math is often called unisolvent for a space math W math if any element math w in W math is uniquely determined by its values on math X math . br math X math is unisolvent for math Pi m n math polynomials in n variables of degree at most m if there exists a unique polynomial in math Pi m n math of lowest possible degree which interpolate s the data math X math . Simple examples in math R 2 math would be the fact that two distinct points determine a line, three points determine a parabola, etc. It is clear that over math R 2 math , any collection of k 1 distinct points will uniquely determine a polynomial of lowest possible degree in math Pi k math . External links http en.wikibooks.org wiki Numerical Methods Interpolation Numerical Methods Interpolation Category Approximation theory Math stub ... more details
A derived set may refer to Derived set mathematics , a construction in pointset topology Derived row , a concept in musical set theory disambig ... more details
point or turning point , a point in a set of inputs to a function where the output ceases to change Measurement units Compass point , one of the 32 directions on a traditional compass, equal to one eighth of a right angle 11.25 degrees Point gemstone , 2 milligrams, or one hundredth of a Carat mass carat Point, in hunting, the number of antler tips on the hunted animal e.g. 9 point buck Point ...wiktionarypar pointPoint or points may refer to the following TOC right Business and finance Basis point , 1 100 of one percent, denoted bp , bps , and Pivot point , a price level of significance in analysis of a financial market that is used as a predictive indicator of market movement Point mortgage ... s in a mortgage loan Reward points see loyalty program , marketing strategy Vigorish point, the commission ... to wind direction Projectile point , a hafted archaeological artifact used as a knife or projectile tip Entertainment Le Point , a French weekly news magazine Point album Point album , a 2001 album by Cornelius Point No. 1 Point 1 , a 1999 album of Chevelle POINT Music , a record label Royalty points a way of sharing profit between companies and unit holders. Geography Point, a peninsula see List of peninsulas Point, Outer Hebrides Mathematics See also List of points Point geometry , an entity ... Point typography , a measurement used in printing, the meaning of which has changed over time Paris point , 2 3 cm, used for shoe sizes 3 cm Science Point coat color , animal fur coloration of the extremities Point, a data element in a SCADA system representing a single input or output Point Mutation , a change in a single nucleotide and therefore in a specific codon Point amphetamines , one tenth of a gram. Sports Point, a fielding cricket fielding position in cricket Point, a unit of the score game in some sports and games Point basketball , units obtained by scoring baskets during a game Point tennis , the smallest unit of scoring in tennis Point, in Point ice hockey ice hockey or lacrosse ... more details
Service set can refer to Service set 802.11 network , a particular 802.11 wireless network. Service set identifier , a name given to that network Basic Service Set , the group of devices associated to an access point Extended Service Set , the entire campus of a wireless network using the same identifier Tea service , a formal tea set. disambig ... more details
Distinguish peer to peer Point to point or point to point may refer to Computing Point to point construction , an electronics assembly technique Point to point network topology Point to Point Protocol PPP , part of the Internet protocol suite SAN Point to Point , a topology used in Fibre Channel Others Point to point telecommunications , a telecommunications link connecting two nodes Point to point transit , a route structure common among low fare airlines Point to point steeplechase disambig de Direktverbindung ... more details
DISPLAYTITLE F sub sub set In mathematics, an F sub sub set said F sigma set is a countable union set theory union of closed set s. The notation originated in France with F for wikt ferm French ferm French language French closed and for wikt somme French somme French sum, union . In metrizable spaces, every open set is an F sub sub set. The complement of an F sub sub set is a G delta set G sub &delta sub set . In a metrizable space, any closed set is a G sub sub set. The union of countably many F sub sub sets is an F sub sub set, and the intersection of finitely many F sub sub sets is an F sub sub set. Examples Each closed set is an F sub sub set. The set math mathbb Q math of rationals is an F sub sub set. The set math mathbb R setminus mathbb Q math of irrationals is not a F sub sub set. In a Tychonoff space, each enumerable set is an F sub sub set, because a point math x math is closed. For example, the set math A math of all Point geometry point s math x,y math in the Cartesian plane such that math x y math is rational number rational is an F sub sub set because it can be expressed as the union of all the line mathematics line s passing through the origin mathematics origin with rational slope mathematics slope math A bigcup r in mathbb Q ry,y mid y in mathbb R , math where math mathbb Q math , is the set of rational numbers, which is a countable set. See also G delta set G sub sub set the duality mathematics dual notion. Borel hierarchy DEFAULTSORT F Set Category Topology Category Descriptive set theory topology stub pl Zbi r typu F sigma ... more details
The Point can refer to TOC right Broadcasting WCYT 91.1 FM The Point , a nonprofit educational station that plays alternative and indie music in Fort Wayne, Indiana KKPT 94.1 FM The Point , a classic rock radio station in Little Rock, Arkansas WJLK 94.3 FM The Point , an adult top 40 radio station in Asbury Park, New Jersey WKBE 100.3 FM The Point , an alternative radio station in Warrensburg, New York WPOI 101.5 FM The Point , a radio station that plays 80s, 90s, and late 70s KPNT 105.7 FM The Point , an alternative rock radio station in St. Louis, Missouri KHPT 106.9 FM The Point , a radio station that plays the Best of the 80 s and more in Conroe, Texas The Point radio network , a network of radio stations in Vermont Performance venues The Point, Eastleigh one of the leading theatres for new writing and dance in the south of England. Point Theatre in Dublin, Ireland The Main Point , a former music venue in Bryn Mawr, Pennsylvania The Point, Milton Keynes , an entertainment complex in Milton Keynes, Buckinghamshire, England The Point, Cardiff , a church turned music venue in Wales The Point .... Other uses The Point , an animated film, album, and musical by Harry Nilsson The Point film The Point film , a 2006 film The point ice hockey , a position in ice hockey The Point the Gambia , a newspaper published in the Gambia The Point, Louisville , a neighborhood in Louisville, Kentucky, US The Point band , featuring Nicke Andersson and Neil Leyton The Point, New Westminster , tower in New Westminster, BC, Canada The Point, Panama City , tallest all residential building in the western hemisphere see List of tallest buildings in the world The Point, a conference facility and landmark at Old Trafford Cricket Ground , Manchester, UK Restronguet Point , the location known as The Point near Feock, Cornwall, UK United States Military Academy , known as the The Point since it is near West Point, New York, US The point of an argument , i.e. the central meaning being conveyed See also Easton ... more details
for the computational technique Level set method for level surfaces of Force field physics force fields equipotential surface In mathematics , a level set of a real number real valued function mathematics function f of n variables is a set of the form math L c f left x 1, cdots, x n , mid , f x 1, cdots, x n c right , math that is, a set where the function takes on a given constant value c . When the number of variables is two, a level set is generically a curve, called a level curve , contour line , or isoline . When n 3, a level set is called a level surface see also isosurface , and for higher values of n the level set is a level hypersurface . A set of the form math L c f left x 1, cdots, x n , mid , f x 1, cdots, x n leq c right math is called a sublevel set of f or, alternatively, a lower level set or trench of f . math L c f left x 1, cdots, x n , mid , f x 1, cdots, x n geq c right math is called a superlevel set of f . ref eom first M.I. last Voitsekhovskii id L l058220 ref ref MathWorld title Level Set urlname LevelSet ref A level set is a special case of a fiber mathematics fiber . Properties The gradient of f at a point is perpendicular to the level set of f at that point. The sublevel sets of a convex function are convex the converse is however not generally true . See also Epigraph mathematics Epigraph Level set method Level set data structures References Reflist Category Multivariable calculus de Niveaumenge es Conjunto de nivel fr Ligne de niveau it Insieme di livello nl Niveauverzameling pl Poziomica matematyka zh ... more details
Image Banach Tarski Paradox.svg thumb right 350px The Banach Tarski paradox is that a ball can be decomposed into a finite number of point sets and reassembled into two balls identical to the original. In set theory , a paradoxical set is a set that has a paradoxical decomposition . A paradoxical decomposition of a set is a partition of a set partitioning of the set into two subsets, along with an appropriate Group mathematics group of functions that operate on some universe of which the set in question is a subset , such that each partition can be mapped back onto the entire set using only finitely many distinct functions or compositions thereof to accomplish the mapping. Since a paradoxical set as defined requires a suitable group math G math , it is said to be math G math paradoxical, or paradoxical with respect to math G math . Paradoxical sets exist as a consequence of the Axiom of Infinity . Admitting infinite classes as sets is sufficient to allow paradoxical sets. Examples Banach Tarski paradox main Banach Tarski paradox The most famous, and indeed motivational, example of paradoxical sets is the Banach Tarski paradox , which divides the sphere into paradoxical sets for the special orthogonal group . This result depends on the axiom of choice . References S. Wagon, The Banach Tarski Paradox, Cambridge University Press, 1986. DEFAULTSORT Paradoxical Set Category Set theory ... more details
spaces The set of functions which have a derivative at some point is a meagre set in the space ...In the mathematical fields of general topology and descriptive set theory , a meagre set also called a meager set or a set of first category is a set that, considered as a subset of a usually larger topological space , is in a precise sense small or negligible set negligible . The meagre subsets of a fixed space form a sigma ideal of subsets that is, any subset of a meagre set is meagre, and the union mathematics union of countable set countably many meagre sets is meagre. General topologists use ... set is not trivial in particular, the entire space is not meagre . Descriptive set theorists mostly ... the term Baire space set theory Baire space for one particular Polish space. The complement set theory complement of a meagre set is a comeagre set or residual set . Definition Given a topological space ... subsets of X . Duality mathematics Dually , a comeagre set is one whose complement set theory complement is meagre, or equivalently, the intersection set theory intersection of countably many sets with dense ... on which B is dense set dense for any nonempty open set U in X , there is a nonempty open set V contained in U such that V and B are disjoint sets disjoint . The complement of a nowhere dense set is a dense set, but not every dense set is of this form. More precisely, the complement of a nowhere dense set is a set with dense interior topology interior . Relation to Borel hierarchy Just as a nowhere ..., its closure , a meagre set need not be an F set F sub sub set countable union of closed sets , but is always contained in an F sub sub set made from nowhere dense sets by taking the closure of each set . Dually, just as the complement of a nowhere dense set need not be open, but has a dense interior topology interior contains a dense open set , a comeagre set need not be a G set G sub sub set countable intersection of open set open sets , but contains a dense G sub sub set formed from ... more details
This article relates to the notion of inductive sets from descriptive set theory . For the notion in the context of the axiom of infinity , see Inductive set axiom of infinity . no footnotes date March 2011 In descriptive set theory , an inductive set of real number s or more generally, an inductive subset of a Polish space is one that can be defined as the least fixed point of a monotone operation definable by a positive &Sigma sup 1 sup sub n sub formula, for some natural number n , together with a real parameter. The inductive sets form a boldface pointclass that is, they are closed under continuous function continuous preimage s. In the Wadge hierarchy , they lie above the projective set s and below the sets in L R . Assuming sufficient determinacy , the class of inductive sets has the scale property and thus the prewellordering property . References cite book author Moschovakis, Yiannis N. title Descriptive Set Theory publisher North Holland year 1980 isbn 0 444 70199 0 settheory stub Category Descriptive set theory ... more details
Potentiometer knob with set screw.jpg thumb A potentiometer knob with a set screw for locking it in place. An example application is when a set screw is screwed into a pulley hub so that its end point ... where the set screw s point contacts. The detent, however, must be closely aligned with the threaded ... of a grub screw with a hex socket head. Point types Set screws appear with a variety of tip point types. The different shaped tips have different properties that engineers can utilize. If an engineer ... point Cup point Knurled cup point Extended point pilot point, dog point Drive types Set screws are made ...Image Set screw.svg thumb Example of set screws Refimprove date May 2009 A set screw is a type of screw ... a pulley or gear to a axle shaft . Set screws are most often headless also called blind , meaning ... major diameter of the screw thread . A blind set screw known in the UK as a grub screw , quite ... Robertson , or slot. The set screw passes through a threaded hole in the outer object and is tightened ... resistance or transmission Set screws are not always the best way to resist the torque of driven shafts ... keys and keyways instead of, or in combination with, set screws is common for applications .... But despite the light load caveat, set screws often successfully hold against heavy torque applications if the details are right. For example, endmill holders of the solid type typically use set screws ... life, set screws are usually made of alloy steel and Case hardening case hardened . Hardened set screws often leave a plastic deformation, in the form of a circular or semicircular mark, in the shaft ... finish on the part being set against, one must take actions to prevent the circular marks. In most set screw applications, this consideration is irrelevant. Another con is that this plastic deformation ... point type of screw. One might often need to use a flat point when the screw must press perfectly flat against a surface. The most common type is the cup point. This type works well because the surface ... more details
Point No Point is an outcropping of land on the northeast point of the Kitsap Peninsula in Washington U.S. state Washington , the United States . It was the location of the signing of the Point No Point Treaty . It was named by Charles Wilkes during the United States Exploring Expedition of Puget Sound in 1841. Named after Point No Point on the Hudson River which is also called Dietrick s Hook , the point is home to the Point No Point Light Washington Point No Point Light . Wilkes gave the point its name because it appears much less of a promontory at close range than it does from a distance. ref cite book last Phillips first James W. title Washington State Place Names year 1971 publisher University of Washington Press isbn 0 295 95158 3 page 109 ref The marine climate ensures plenty of Precipitation meteorology precipitation in winter and mild temperatures in summer. There are many productive habitats . The spit itself has sandy beach es with log jams, as well as some man made structures for boating . Behind the beaches is a large mixed freshwater saltwater marsh with a substantial shrub component. The waters surrounding the point react to swiftly running tide s, attracting many marine bird species. And there is a somewhat sheltered bay as well. Birdwatching Point No Point has one of the largest birdlists of any site in Washington. The point is owned jointly by the U.S. Coast Guard leased to Kitsap County and a private landowner who is knowledgeable and sympathetic to birdwatchers. Point No Point is best known for its water related species gull s, cormorants , loons , terns ..., shorebirds can be seen. The marsh attracts a variety of passerines , particularly in migration. Point No Point has produced many notable rarities, both in the offshore waters and in the marsh. References reflist GNIS 1507530 Point No Point coord 47 54 43 N 122 31 33 W display title Category Landforms of Kitsap County, Washington Category Headlands of Washington state No Point Category Landforms ... more details
Multiple issues orphan September 2011 one source August 2011 expert August 2011 In Morse theory , a mathematical discipline, Jacobi sets provide a method of studying the relationship between two or more Morse function s. For two Morse functions, the Jacobi set is defined as the set of critical points of the restriction of one function to the level sets of the other function. ref name edelsbrunner cite journal last Edelsbrunner first Herbert coauthors John Harer year 2002 title Jacobi sets of multiple morse functions journal Foundations of Computational Mathematics publisher Cambridge University Press pages 37 57 ref The Jacobi set can also be defined as the set of points where the gradients of the two functions are parallel. If both the functions are generic, the Jacobi set is a smoothly embedded 1 manifold. Definition Consider two generic Morse functions math f, g M to R math defined on a smooth math d math manifold, then the Jacobi set math J math of math f math and math g math is math J cl x in M mid x mbox is critical point of f t math , where, for a regular value math t in R math , let math g 1 t math be the level set of math g math . The restriction of math f math to the level set math f t g 1 to R math is a Morse function. Alternatively, the Jacobi set is the collection of points where the gradients of the functions align with each other or one of the gradients vanish cite? , for some math lambda in R math , math J x in M mid nabla f x lambda nabla g x 0 mbox or lambda nabla f x nabla g x 0 . math Equivalently, the Jacobi set can be described as the collection of critical points of the family of functions math f lambda g math , for some math lambda in R math , math J x in M mid x mbox is a critical point of f lambda g mbox or lambda f g . math References reflist Category Morse theory ... more details
For the Screaming Jets song All for One Screaming Jets album Infobox Single Name No Point Cover Artist King Missile from Album Mystical Shit B side Released 1990 in music 1990 Format Recorded Genre Experimental music Avant garde , psychedelic rock Length 3 35 Label Shimmy Disc Writer John S. Hall , Dave Rick Producer Mark Kramer Kramer Certification Chart position Last single The Box song The Box br 1988 This single No Point br 1990 Next single Jesus Was Way Cool br 1990 No Point is a song by experimental music avant garde band music band King Missile . It appears on the band s 1990 in music 1990 album Mystical Shit . Content In No Point, a psychedelic rock track with prominent lead guitar , lead vocalist frontman John S. Hall sings a list of states and activities to which nihilism there is no point . The list includes answering the telephone , opening the mail , using drug drugs , not using drugs, and life and death themselves. ref name farmboy cite web last first title Lyrics No Point publisher Farmboy s King Missile date url http www.i mockery.com kingmissile point.html accessdate 2008 05 28 ref In the liner notes of the compilation album compilation Mystical Shit & Fluting on the Hump , Hall writes of No Point cquote These lyrics were taken from a novel I started writing but never finished, about a guy who decides to never leave his apartment due to extreme major depressive disorder depression . In the novel Elliot, the protagonist , writes a quasi suicide note to Eliot, the narrator . That letter is the words to this song. ref name hall Hall, John S. 2004 . Album notes. In Mystical Shit & Fluting on the Hump CD booklet . New York City Shimmy Disc . ref Music video The music video video for No Point was directed for 1200 by Benton Bainbridge . ref name laundry cite web last first title Videography publisher Laundry Lists of Nonsense date url http www.uptoolate.com ... last first title Video No Point publisher YouTube date 2006 11 11 url http youtube.com watch?v 9OtbHoZOAao ... more details
In mathematics , the corona or corona set of a topological space X is the complement set theory complement X X of the space in its Stone ech compactification X . A topological space is said to be compact space compact if it is the union of Countable set countably many compact space compact subspaces, and locally compact space locally compact if every point has a neighbourhood mathematics neighbourhood with compact closure topology closure . The corona of a compact and locally compact Hausdorff space is a sub Stonean space , i.e., any two open set open compact disjoint sets disjoint subsets have disjoint compact closures. See also Corona theorem Corona algebra , a non commutative analogue of the corona set. References Citation last1 Grove first1 Karsten last2 Pedersen first2 Gert Kj rg rd title Sub Stonean spaces and corona sets doi 10.1016 0022 1236 84 90028 4 mr 735707 year 1984 journal Journal of Functional Analysis issn 0022 1236 volume 56 issue 1 pages 124 143 Category Topology ... more details
Will Point coor dm 54 33 S 36 1 W is a point at the head of Royal Bay , lying 4 nautical miles 7 km west of Cape Charlotte on the north coast of South Georgia . First mapped by the German group of the International Polar Year Investigations , 1882 83. Resurveyed by the SGS in the period 1951 57 and named by the United Kingdom Antarctic Place Names Committee UK APC for Dr. H. Will , botanist with the German expedition which wintered at Royal Bay in 1882 83. usgs gazetteer Category Headlands of South Georgia SouthGeorgia geo stub ... more details
Infobox album See Wikipedia WikiProject Albums Name The Point Type Album Artist Harry Nilsson Cover Harry ... Producer Harry Nilsson Last album Nilsson Sings Newman br 1970 This album The Point br 1971 Next ... class album id r84482 pure url yes Allmusic review ref Automatically generated by DASHBot The Point ... had to have a point. I was on acid and I looked at the trees and I realized that they all came to points, and the little branches came to points, and the houses came to point. I thought, Oh Everything has a point, and if it doesn t, then there s a point to it. Harry Nilsson ref name Jacobson cite journal last Jacobson first Alan title What s The Point? The Legendary 1971 Animated Feature ..., so far, at least three different renditions of The Point , each featuring songs written by Nilsson ... discover that even the Pointless Forest has a point. They meet curious creatures like giant bees, a pointed man pointing in all directions who proclaims A point in every direction is the same as no point ... Oblio see that everyone has a point as in reason though it might not be readily displayed. Oblio and Arrow ... of Point, where they receive a hero s welcome from the land s citizens, and the King. Oblio .... Oblio tells the King and the people of the land that everything has a point, including the Pointless ... off Oblio s pointed hat, but is taken aback when he sees a point on top of Oblio s bare head. Upon ... else is becoming round he has developed a point. Animated film Infobox television film image ... right thumb DVD cover The Point Production The film version of The Point first aired February 2, 1971 ... as Oblio Album The Nilsson album called The Point features the same songs as the film, and the same ... musical of The Point Although Nilsson said he had been asked many times and had always turned ... and the critics. In 1977, a stage adaptation of The Point was presented at the Mermaid Theatre ... of The Point to a full length musical, other Nilsson songs from various points in his career were ... more details
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