orphan date August 2009 An extensionagency is an organisation that practises Extension semantics extension , in the context of community development . An example is the Cooperative Extension Service , which aims to assist individuals or groups in defining and achieving their goals in rural communities in the USA. Extension agents are trained in the skills of extension, such as communication and group facilitation, and usually in technical areas of the sector they serve for example agriculture, health, or safety . Agricultural extension agencies promote more profitable and sustainable farming, while health extension agencies promote improved health. Extension agents are represented by professional organisations such as the http www.apen.org.au Australasia Pacific Extension Network and publish in journals such as the http www.joe.org Journal of Extension . DEFAULTSORT ExtensionAgency Category Urban studies and planning ... more details
wiktionary extend extensionExtension may refer to Computing Filename extension , suffix to the name of a computer file, designed to show its format Software extension , a file containing programming that serves to extend the capabilities of or data available to a more basic program Extension Mac OS , particular type of this software Add on Mozilla Mozilla extension s for Firefox and other Mozilla projects Mathematics In mathematics , the word extension has many uses. See Analysis Carath odory s extension theorem Continuous linear extension M. Riesz extension theorem Krein extension theorem Hahn Banach theorem Algebra Abelian extension Algebraic extension Artin Schreier extension Group extension 23Central extension Central extension Cyclotomic extension&mdash see abelian extension Degree of a field extension Dual basis in a field extensionExtension and contraction of ideals Extension of modules Extension problem Field extension Galois extension Group extension Integral extension Kernel extension theorem Kummer extension Normal extension Quadratic extension Quadratic field extension Ring extension Separable extension Simple extension Splitting of prime ideals in Galois extensions Trivial extension&mdash see field extension Algebraic geometry Sheaf extension Logic Set theory Axiom of extensionality Extensible cardinal Extension model theory Extension predicate logic Extensionality Order theory Linear extension Probability theory Kolmogorov extension theorem Topology Homotopy extension property Tietze extension theorem Geometry Exterior algebra , Grassmann s theory of extension . Extension of a polyhedron Music Extension music , notes that fit outside the standard range Extension album Extension album , 1964 album by American saxophonist George Braith Extensions McCoy Tyner ... Uses The building of community capacity by outsiders, for instance agricultural extensionExtension geology , relating to the pulling apart of the Earth s crust and lithosphere Extension kinesiology ... more details
The Agency may refer to A nickname for the Central Intelligence Agency The Agency 2001 TV series The Agency 2001 TV series The Agency 2006 TV series The Agency 2006 TV series The Agency Covert Ops The Agency video game The Agency comics The Agency comic book The Agency film The Agency film The Agency , name of the fictional secret government organization in the TV series The Invisible Man 2000 TV series The Agency The Invisible Man . See also Agent disambiguation Agency disambiguation Disambig fr The Agency ... more details
Wiktionary Agency may refer to Agency country subdivision Agency law , refers to a person who acts on behalf of another person. Agency LDS Church Agency sociology , the ability of social actors to make independent choices. Agency philosophy , relating to action theory philosophy . Advertising agency , a service business dedicated to creating, planning and handling advertising for its clients. Employment agency , a business that serves as a representative, acting on behalf of another. Free agency , the availability status of a rostered player on a team or franchise who is a free agent . Government agency , a department of a local or national government responsible for the oversight and administration of a specific function. International agency , an inter governmental body. News agency . Moral agency , capacity for making moral judgments. Structure and agency , ability of an actor to organize future situations and resource distribution. Agency film Agency film , a 1980 film starring Lee Majors . bond finance , a debt security, in which the authorized issuer owes the holders a debt. Organizations Central Intelligence Agency CIA , colloquially called the Agency Food and Drug Administration FDA , colloquially called the Agency International Atomic Energy Agency IAEA when context allows this abbreviation without ambiguity official term for internal use Places Agency, Iowa , USA Agency, Missouri , USA Agency, Montana , USA See also Agent disambiguation Agency Township disambiguation The Agency disambiguation disambig bg de Agency es Agencia fr Agence it Agenzia nl Agency ja pl Agency pt Ag ncia th tr Ajans vo Agency ... more details
Central extension may refer to Central Extension Long Island Rail Road , a rail line Central extension mathematics , a type of group extension disambig ... more details
Western Extension is generally used for any westward expansion of a road, rail line or populated place. It may also have one of the following meanings The Western Extension of the Pennsylvania Turnpike Western Extension Baltimore and Harrisburg Railway Western Extension of a Maryland railroad South Carolina Western Extension Railway Western Extension Area Disambig ... more details
In mathematics , more specifically in ring theory , a ring extension or extension ring is a ring mathematics ring R with a subring S . We write R S and say R is a ring extension of S Given an extension R S of commutative rings and a prime ideal P of R , it follows that the intersection, say p , of P with S is a prime ideal of S . In this case we say that P lies over p . The situation is more complicated when R is not commutative. Examples A field extension is a special case of ring extension. See also Integral extension Group extension Algebraic extension Ore extension References MathWorld title Extension Ring id ExtensionRing Category Ring theory Abstract algebra stub eo Ringa vastiga o it Estensione di anelli nl Ringuitbreiding ... more details
Unreferenced date January 2011 In field theory mathematics field theory , a branch of algebra, primary extension L of K is a field extension such that the algebraic closure K in L is purely inseparable over K . A subextension of a primary extension is primary. A primary extension of a primary extension is primary transitivity . A primary extension of a perfect field is regular extension regular . Category Field theory Abstract algebra stub ... more details
Engine Passes First Test with New Nozzle Extension , European Space Agency Category Nozzles Category ... of nozzle extension for liquid rocket engine NK 33 improves the value of specific impulse ... u education files MAE 695 Reports 09 09 Nozzle Extension Assembly.pdf RL10B 2 NOZZLE EXTENSION ... more details
Extension service can refer to the following Agricultural extension services Cooperative extension service Church Multi site church extension service disambig Short pages monitor This long comment was added to the page to prevent it being listed on Special Shortpages. It and the accompanying monitoring template were generated via Template Longcomment. Please do not remove the monitor template without removing the comment as well. ... more details
Image ExtensionTube5733.jpg right thumb A set of extension tubes with a pen illustrating the lack of internal lenses An extension tube also called extension ring is used with lens mount interchangeable lenses to focus optics focus closer, useful in macro photography . ref http www.cambridgeincolour.com tutorials macro extension tubes closeup.htm MACRO EXTENSION TUBES & CLOSE UP LENSES ref Next 2 sentences copied from macro photography article The tube contains no optical elements its sole purpose is to move the lens farther from the image plane. The farther away the lens is, the closer the focus, the greater the magnification, and also the greater the loss of light requiring a longer exposure ... or sensor an extension tube simply imposes this movement. Extension tubes without electrical ... control. More expensive extension tubes contain electrical contacts allowing the user to use autofocus ... kenko slrc 04.html Kenko DG Teleplus Extension Tube Set ref An advantage to the non electrical tubes is their lower price. Other items like lens adapters may unintentionally have an effect similar to an extension ... when a lens adapter places the sensor too far away. Versus teleconverters Extension tubes are sometimes ... effective focal length. See also Canon Extension Tube List of Nikon compatible lenses with integrated autofocus motor Lens extension tube Kenko extension tubes for Nikon F mount References reflist External links http enchantingkerala.org digital photography school diy extension tube macro photography.php DIY Extension Tube How to easily build your own extension tube. http www.the digital picture.com Reviews Canon EF 25mm Extension Tube II Review.aspx Canon EF 25mm Extension Tube II review ..., Chapter Extension tubes at Nikonians.org http www.shutterfreaks.com Tips ExtensionTube.htm Extension ... picture.com Reviews Kenko Extension Tube Set Review.aspx Kenko Extension Tube Set review at http www.the ... Experiments with Close up Lenses and Extension Tubes Spoken Wikipedia En extension tube article.ogg ... more details
In abstract algebra , an abelian extension is a Galois extension whose Galois group is abelian group abelian . When the Galois group is a cyclic group , we have a cyclic extension . More generally, a Galois extension is called solvable if its Galois group is solvable group solvable . Any finite extension of a finite field is a cyclic extension. The development of class field theory has provided detailed information about abelian extensions of number field s, function field of an algebraic variety function fields of algebraic curve s over finite fields, and local field s. There are two slightly different concepts of cyclotomic extension s these can mean either extensions formed by adjoining roots of unity , or subextensions of such extensions. The cyclotomic field s are examples. Any cyclotomic extension for either definition is abelian. If a field K contains a primitive n th root of unity and the n th root of an element of K is adjoined, the resulting so called Kummer extension is an abelian extension if K has characteristic p we should say that p doesn t divide n , since otherwise this can fail even to be a separable extension . In general, however, the Galois groups of n th roots of elements operate both on the n th roots and on the roots of unity, giving a non abelian Galois group as semi direct product . The Kummer theory gives a complete description of the abelian extension case, and the Kronecker Weber theorem tells us that if K is the field of rational number s, an extension is abelian if and only if it is a subfield of a field obtained by adjoining a root of unity. There is an important analogy with the fundamental group in topology , which classifies all covering spaces of a space abelian covers are classified by its abelianisation which relates directly to the first ... min title cyclotomic extension Category Field extensions Category Algebraic number theory Category Class field theory de Abelsche Erweiterung es Extensi n abeliana fr Extension ab lienne nl Abelse uitbreiding ... more details
In mathematics , a Galois extension is an Algebraic extension algebraic field extension E F satisfying certain conditions described below one also says that the extension is Galois . The significance of being a Galois extension is that the extension has a Galois group and obeys the fundamental theorem of Galois theory . The definition is as follows. An algebraic field extension E F is Galois if it is normal extension normal and separable extension separable . Equivalently, the extension E F is Galois if and only if it is algebraic extension algebraic , and the fixed field field fixed by the automorphism group Aut E F is precisely the base field F . See the article Galois group for definitions of some of these terms and some examples. A result of Emil Artin allows one to construct Galois extensions as follows If E is a given field, and G is a finite group of automorphisms of E , then E F is a Galois extension, where F is the fixed field of G . Characterization of Galois extensions An important theorem of Emil Artin states that for a finite extension E F , each of the following statements is equivalent to the statement that E F is Galois E F is a normal extension and a separable extension . E is a splitting field of a separable polynomial with coefficients in F . E F Aut E F that is, the degree field theory degree of the field extension is equal to the order group theory order of the automorphism group of E F . Examples Adjoining to the rational number field the square root of 2 gives a Galois extension, while adjoining the cube root of 2 gives a non Galois extension. Both these extensions are separable, because they have characteristic zero . The first of them is the splitting field of X sup 2 sup &minus 2 the second has Normal extension normal closure that includes the complex ... Extension Category Galois theory Category Algebraic number theory Category Field extensions ca Extensi de Galois es Extensi n de Galois fr Extension de Galois it Estensione di Galois he ... more details
Q 2 a b 2 a , b Q is the smallest extension of Q which includes every real solution to the equation ... in L , then K is said to be a subfield of L , and L is said to be an extension field of K . We then say that L K , read as L over K , is a field extension . If L is an extension of F which is in turn an extension of K , then F is said to be an intermediate field or intermediate extension or subextension of the field extension L K . Given a field extension L K and a subset S of L , K S denotes the smallest ... extension of the form L K s is called a simple extension and s is called a primitive element field theory primitive element of the extension. Given a field extension L K , then L ... of a field extension degree of the extension , and is denoted by L K . An extension of degree 1 that is, one where L is equal to K is called a trivial extension . Extensions of degree 2 and 3 ... is finite or infinite the extension is called a finite extension or infinite extension . Notes ... one, but is naturally embedded. For this purpose, one abstractly defines a field extension ... number s C is an extension field of the field of real number s R , and R in turn is an extension field of the field of rational number s Q . Clearly then, C Q is also a field extension. We have C R 2 because 1, i is a basis, so the extension C R is finite. This is a simple extension because C R math i math . R Q math mathfrak c math the cardinality of the continuum , so this extension is infinite. The set Q 2 a b 2 a , b Q is an extension field of Q , also clearly a simple extension. The degree is 2 because 1, 2 can serve as a basis. Finite extensions of Q are also called algebraic number field s and are important in number theory . Another extension ... number p . It is common to construct an extension field of a given field K as a quotient ring ... X sup 2 sup 1 generated by this polynomial is maximal ideal maximal , and L K X X sup 2 sup 1 is an extension ... more details
In abstract algebra , an algebraic extension algebraic field extension L K is said to be normal if L is the splitting field of a family of polynomial s in K X . Nicolas Bourbaki Bourbaki calls such an extension a quasi Galois extension Galois extension . Equivalent properties and examples The normality of L K is equivalent to each of the following properties Let K sup a sup be an algebraic closure of K containing L . Every embedding of L in K sup a sup which restricts to the identity on K , satisfies L L . In other words, is an automorphism of L over K . Every irreducible polynomial ..., math mathbb Q sqrt 2 math is a normal extension of math mathbb Q math , since it is a splitting field ... extension of math mathbb Q math since the polynomial x sup 3 sup &minus 2 has one root ... of 2 . The fact that math mathbb Q sqrt 3 2 math is not a normal extension of math mathbb Q math ... of math mathbb Q sqrt 3 2 math . For any prime p , the extension math mathbb Q sqrt p 2 , zeta p ... math zeta p math denotes any p th primitive root of unity . Other properties Let L be an extension of a field K . Then If L is a normal extension of K and if E is an intermediate extension i.e., L E K , then L is a normal extension of E . If E and F are normal extensions ... closure If K is a field and L is an algebraic extension of K , then there is some algebraic extension M of L such that M is a normal extension of K . Furthermore, up to isomorphism there is only one such extension which is minimal, i.e. such that the only subfield of M which contains L and which is a normal extension of K is M itself. This extension is called the normal closure of the extension L of K . If L is a finite extension of K , then its normal closure is also a finite extension. References ... II edition 2nd year 1989 publisher W. H. Freeman isbn 0 716 71933 9 See also Galois extension Normal basis Category Field extensions es Extensi n normal fr Extension normale it Estensione ... more details
about the general concept of agricultural extension agricultural extension in the United States Cooperative extension service Image Bartlett Extension Meeting Laos 2006 .jpg frame right Agricultural Extension Meeting in Laos, 2006 Agricultural extension was once known as the application of scientific research and new knowledge to agricultural practices through farmer education. The field of extension ... , and business studies . Extension practitioners can be found throughout the world, usually working ... APEN , networks such as http www.odi.org.uk agren AGREN and extension journals such as http www.joe.org Journal of Extension . Agricultural extension agencies in developing countries have ... Bank and the Food and Agriculture Organization FAO of the United Nations. Extension terminology The term Continuing education extension was first used to describe adult education programmes in England ... to promote Persian Tarvij & Gostaresh to promote and to extend In the US, an extension agent is a university .... Another program area extension agents provide is 4 H and Youth. Many extension agents work for cooperative extension service programs at land grant university land grant universities . They are sometimes referred to as county US county agents or educators. Definitions of extension There is no widely accepted definition of agricultural extension. The ten examples given below are taken from a number of books on extension published over a period of more than 50 years 1949 The central task of extension ... Pao Yang, E. 1949 Rural America and the Extension Service , Columbia University ref 1965 Agricultural extension has been described as a system of out of school education for rural people. ref Saville, A.H. 1965 Extension in Rural Communities A Manual for Agricltural and Home Extension technician Workers . Oxford University Press ref 1966 Extension personnel have the task of bringing scientific knowledge ... of agriculture . ref Bradfield, D.J. 1966 Guide to Extension Training 1st Edition , FAO ref 1973 Extension ... more details
, mathematics , semantics , and semiotics the extension of a concept, idea, or sign semiotics sign ... , the extension of a concept or expression is the set of things it extends to, or applies .... So the extension of the word dog is the set of all past, present and future dogs in the world the set includes Fido, Rover, Lassie , Rex, and so on. The extension of the phrase Wikipedia reader includes each person who has ever read Wikipedia, including you . The extension of a whole statement, as opposed to a word or phrase, is defined since Frege 1892 as its truth value . So the extension of Lassie ... and expressions have, for their extension, the set of all sequences of objects that satisfy the concept or expression in question. So the extension of before is the set of all ordered pairs of objects such that the first one is before the second one. Mathematics In mathematics , the extension ..., the extension of a function mathematics function is a set of ordered pair s that pair up the arguments and values of the function in other words, the function s graph. The extension of an object in abstract algebra , such as a Group mathematics group , is the underlying set of the object. The extension of a set is the set itself. That a set can capture the notion of the extension of anything is the idea behind the axiom of extensionality in axiomatic set theory . This kind of extension is used ... extension . Computer science In computer science , some database textbooks use the term intension to refer to the logical schema schema of a database, and extension to refer to particular Row database ..., actual things can be in the extension of a concept or expression. Note that actual may not mean ... exist. The extension of the term Socrates , for example, seems to be a currently non existent ... formulations in the field of general semantics rely heavily on a valuation of extension over intension . See for example extension, and the http esgs.free.fr de ext.htm extensional devices. See also ... more details
Primer extension is a technique whereby the 5 end s of RNA or DNA can be mapped. Primer extension can be used to determine the start site of RNA transcription for a known gene. This technique requires a radiolabelled primer usually 20 50 nucleotides in length which is complementary to a region near the 3 end of the gene. The primer is allowed to anneal to the RNA and reverse transcriptase is used to synthesize cDNA from the RNA until it reaches the 5 end of the RNA. By running the product on a polyacrylamide gel , it is possible to determine the transcription start site transcriptional start site , as the length of the sequence on the gel represents the distance from the start site to the radiolabelled primer. References http www.biochem.arizona.edu classes bioc568 primer extension.htm Category Molecular genetics Molecular cell biology stub de Primer Extension fr Extension d amorce he ... more details
Image LegExtensionMachineExercise.JPG 350px thumb Leg extension The leg extension is a resistance weight training exercise that targets the quadriceps muscle in the legs. The exercise is done using a machine called the Leg Extension Machine. There are various manufacturers of these machines and each one is slightly different. Most gym and weight rooms will have the machine in their facility. The leg extension is an isolated exercise targeting one specific muscle group, the quadriceps . It should not be considered as a total leg workout, such as the Squat exercise squat or deadlift . Strength training exercises Category weight training exercises sports stub ar cy Ymestyniad y goes es Extensi n de pierna ja pt Extens o de perna ru sv Benspark ... more details
In field theory mathematics field theory , a branch of algebra, a field extension math L k math is said to be regular if k is algebraically closed in L and L is separable extension separable over k , or equivalently, math L otimes k overline k math is an integral domain when math overline k math is the algebraic closure of math k math that is, to say, math L, overline k math are linearly disjoint over k . In particular, any field extension of an algebraically closed field is regular. Also, a purely transcendental extension of a field is regular. There is also a similar notion a field extension math L k math is said to be self regular if math L otimes k L math is an integral domain. A self regular extension is algebraically closed in k . However, a self regular extension is not necessarily regular. Citation needed date February 2010 References M. Nagata 1985 . Commutative field theory new edition, Shokado. Japanese http www.shokabo.co.jp mybooks ISBN978 4 7853 1309 8.htm P.M. Cohn 2003 . Basic algebra. A. Weil, Foundations of algebraic geometry . Category Field theory Abstract algebra stub ... more details
File Wilhelm Heibl Werke extension bell.jpg thumb Extension telephone bell used by taxi service in Rovigo . File Sprog fyrt rnet5.jpg thumb right Extension bell located on the exterior of a lighthouse in Sprog . An extension bell or extension ringer ref name AUJob cite web url http www.jobaccess.gov.au JOAC Advice ProductOrSolutionOneB Extension ringers.htm title Telephone extension ringers publisher Australian government Job Access accessdate 25 October 2009 Dead link date October 2010 bot H3llBot ref is a device that generates a sound to indicate an incoming telephone call, but is not included in a telephone set itself. Extension bells may be louder than ordinary telephone ringers. As such they may be used by persons with moderate hearing impairment to help them detect incoming telephone calls, especially when they are outside the telephone s room. ref cite web url http www.devon.gov.uk index socialcare sensory disability hearing rohis.htm title Hearing ROHIs publisher City Council of Devon , United Kingdom accessdate 2009 09 04 ref The devices were in use by the late 19th century. An early Australian system at Mount Crosby, Queensland featured an extension bell which was connected to an engineer s telephone over a distance of a quarter mile. ref cite news url http trove.nla.gov.au ndp del article 3530301 536225?searchTerm pstart536225 title Today publisher The Courier Mail The Brisbane Courier date 27 August 1891 page 5 Column 1. ref Further reading cite book url http books.google.com books?id Y5jdyg5vbDMC&pg PA274 title Telephone and Telegraph Engineers Handbook publisher BiblioBazaar year 2008 isbn 9780559366628 pages 274 276 References references External links cite news url http books.google.com books?id Yd4DAAAAMBAJ&pg PA333 publisher Popular Mechanics title Shop Notes Method of connecting a bell to a telephone date March 1906 page 333 accessdate 25 October 2009 FS1037C Category Telephony equipment telecomm stub ... more details
In metaphysics , extension is, roughly speaking, the property of taking up space . Ren Descartes defines extension as the property of existing in more than one dimension. For Descartes, the primary characteristic of matter is extension, just as the primary characteristic of mind is consciousness . This can be contrasted with current conceptions in quantum physics, where the Planck length , an almost unimaginably tiny quantity, represents reaching that distance scale where, it has been theorized, all measurement seemingly breaks down to that which can be subsumed at this scale, as distance only, or extension. John Locke , in An Essay Concerning Human Understanding , defined extension as only the Space that lies between the Extremities of those solid coherent Parts of a body. ref cite book title An Essay Concerning Human Understanding, Volume 1 last Locke first John authorlink John Locke year 1816 publisher B. Smith page 131 url http books.google.com books?id r9sUAAAAQAAJ&pg PA131&dq 22only the space that lies between the extremities of the solid coherent parts 22 v onepage&q&f false ref It is the space possessed by a body. Locke refers to the extension in conjunction with solidity and impenetrability ... that lies between the extremities of the solid coherent parts 22 v onepage&q&f false ref Extension also ... has extension can be limited only by substance of the same sort, i.e. matter cannot be limited by ideas ... is what Spinoza calls God , or better yet nature , and it possesses both unlimited extension and unlimited consciousness. The property of extension has not played a significant role in philosophy .... He makes only cursory mention of extension, however, and no philosophers have dealt extensively ... that extension, or quantity, when divided and further divided infinitely, cannot reach the point of zero ... discussed the infinite divisibility of extension. Actual divisibility may be limited due to unavailability ... . References Reflist See also Mass DEFAULTSORT Extension Metaphysics Category Metaphysics Philo ... more details
In education, extension studies can mean first year university subjects taken as part of a students Victorian Certificate of Education . complementary studies taken in addition to the mandatory courses. Harvard University has a degree in Extension Studies that reflects a part time on campus or partially online option of study http www.extension.harvard.edu degrees certificates Extension studies appear on a students Equivalent National Tertiary Entrance Rank ENTER as a sixth study ref http www.services.unimelb.edu.au umep futurestudents enter.html ENTER , Melbourne University ref , in a similar manner to Vocational Education and Training units being undertaken by year 12 students. References reflist External links http www.vcaa.vic.edu.au VCE studies studiesextension.html VCAA http www.monash.edu.au study enhancement Monash University http www.services.unimelb.edu.au umep University of Melbourne Extension Program http web.archive.org web 20060907213832 http vu.edu.au Admissions Centre for Commencing Students VU Partnership Schools Programs Extension Studies VU program , archived. See also Extension study as a complementary survey accomplished as part of a research project see medical research . Category Education in Victoria Australia Education stub Australia stub ... more details
Refimprove date July 2010 Image Extension cord.JPG thumb right Yellow NEMA connector NEMA 5 NEMA 5 15 Extension Cord An extension cord , power extender , or extension lead is a length of flexible electrical ... and receptacle are of different types, the term adapter cord may be used. Extension cable is also used, but that has a distinct meaning from extension cord for many people. File Verlengsnoer op haspel extension cord .jpg thumb right Extension reel Overview Some extension cords also incorporate ... fault circuit interrupter or GFCI . Extension cords come in various lengths and thicknesses, and service ... oils, or exposed to sunlight for long periods should be selected for such specific service. An extension reel is an extension lead that rolls up, usually into the socket end, which in some cases has more than one socket on it often 2 or 4 . Another type of extension reel hangs near the plug end and permits ... extension cord terminating in a power strip. The term extension cord has been in use since at least ... to cut the cord to size, extension cords are sold in prefabricated lengths 1 to 150 feet 30 ... of this, it is best to use a cord as long as is needed ref cite web title Extension cords url http www.homedepot.com webapp catalog servlet ContentView?pn Extension Cords Reels&langId 1&storeId 10051 ..., the National Electrical Code NEC prohibits the use of extension cords in a 20 A circuit unless they are of 16 ... a template used for part of building codes restrict use of extension leads which are by definition ... 0 cellpadding 5 U.S. extension cord specifications ref Coleman Cable Inc. ref Conductor br American ... 2 16 3 13A 50 10A 100 rowspan 2 14 3 15A 50 13A 100 12 3 15A 100 10 3 15A 100 File Counterfeit extension cord 06256.jpg thumb Counterfeit extension cord silver UL label . Undersize wiring is a fire hazard. Within the United States, Underwriters Laboratories certifies extension cords as complying with the NEC ... 817 date 2001 03 16 ref for the entire extension cord, and UL 62 ref cite web title Flexible Cords ... more details
extension of the subtheory. An extension which is not conservative may be called a proper extension . Examples ACA sub 0 sub a subsystem of second order arithmetic is a conservative extension of first order Peano arithmetic . Von Neumann Bernays G del set theory is a conservative extension ... extension of Zermelo Fraenkel set theory with the axiom of choice ZFC . Extension by definitions ... left 0.65em 2 sub conservative extension of the primitive recursive arithmetic PRA . ZFC is a analytical hierarchy sup 1 sup sub style margin left 0.65em 3 sub conservative extension of ZF by absoluteness ... sup 2 sup sub style margin left 0.65em 1 sub conservative extension of ZFC. Model theoretic conservative extension With Model theory model theoretic means, a stronger notion is obtained math T 2 math is a model theoretic conservative extension of math T 1 math if every model of math T 1 math can ... conservative extension also is a proof theoretic conservative extension in the above sense. The model ... Category Proof theory Category Model theory fr Extension conservatrice sk Konzervat vne roz renie ... more details
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