Primitive recursive arithmetic , or PRA , is a quantifier free formalization of the natural numbers . It was first proposed by Thoralf Skolem Skolem ref Thoralf Skolem 1923 The foundations of elementary arithmetic in Jean van Heijenoort , translator and ed. 1967 From Frege to G del A Source Book in Mathematical Logic, 1879 1931 . Harvard Univ. Press 302 33. ref as a formalization of his finitist conception of the foundations of mathematics foundations of arithmetic , and it is widely agreed that all ... propositions involving natural number s and any primitive recursive function , including the operations ... connectives The equality symbol , the constant symbol 0 , and the primitive recursive function successor symbol S meaning add one A symbol for each primitive recursive function . The logical axioms ... 0 math math S x S y to x y, math and recursive defining equations for every primitive recursive function ... arithmetic , the only primitive recursive function s that need to be explicitly axiomatized are addition and multiplication . All other primitive recursive predicates can be defined using these two primitive recursive functions and quantification over all natural numbers . Defining primitive recursive ... of PRA is just an equation between two terms. In this setting a term is a primitive recursive ... , http www.jstor.org stable 2371522 A Formalization of Recursive Arithmetic . American Journal of Mathematics ... resolveppn GDZPPN002343355 Logic free formalisations of recursive arithmetic , Mathematica Scandinavica ..., and F , G , and H are any primitive recursive functions which may have parameters other than the ones ... are any terms primitive recursive functions of zero or more variables . Finally, there are symbols for any primitive recursive functions with corresponding defining equations, as in Skolem s system ... . Negation can be expressed as math 1 dot x y 0 math . See also Elementary recursive arithmetic Heyting arithmetic Peano arithmetic Second order arithmetic primitive recursive function References references ... more details
A recursive transition network RTN is a graph theory graph theoretical schematic used to represent the rules of a context free grammar . RTNs have application to programming language s, natural language and lexical analysis . Any Sentence linguistics sentence that is constructed according to the rules of an RTN ref A sentence is generated by a RTN by applying the generative rules specified in the RTN itself. These represent any set of rules or a function consisting of a finite number of steps. ref is said to be well formed. The structural elements of a well formed sentence may also be well formed sentences by themselves, or they may be simpler structures. This is why RTNs are described as Recursion recursive . Notes and references reflist See also Computational linguistics Context free language Finite state machine Formal grammar Parse tree Parsing Augmented transition network DEFAULTSORT Recursive Transition Network Category Diagrams Category Natural language processing compsci stub ling stub ... more details
In mathematical logic , the primitive recursive functionals are a generalization of primitive recursive functions into higher type theory . They consist of a collection of functions in all pure finite types. The primitive recursive functionals are important in proof theory and constructive mathematics They are a central part of the Dialectica interpretation of intuitionistic arithmetic developed by Kurt G del . In recursion theory , the primitive recursive functionals are an example of higher type computability, as primitive recursive functions are examples of Turing computability. Background Every primitive recursive functional has a type, which tells what kind of inputs it takes and what kind of output it produces. An object of type 0 is simply a natural number it can also be viewed as a constant function that takes no input and returns an output in the set N of natural numbers. For any two types &sigma and &tau , the type &sigma &rarr &tau represents a function that takes an input of type &sigma and returns an output of type &tau . Thus the function f n n 1 is of type 0&rarr 0. The types 0&rarr 0 &rarr 0 and 0&rarr 0&rarr 0 are different by convention, the notation 0&rarr 0&rarr 0 refers to 0&rarr 0&rarr 0 . In the jargon of type theory, objects of type 0&rarr 0 are called functions and objects that take inputs of type other than 0 are called functionals . For any two types &sigma ... The primitive recursive functionals are the smallest collection of objects of finite type such that The constant function f n 0 is a primitive recursive functional The successor function g n n 1 is a primitive recursive functional For any type &sigma &tau , the functional K x sup &sigma sup , y sup &tau sup x is a primitive recursive functional For any types &rho , &sigma , &tau , the functional ... recursive functional For any type &tau , and f of type &tau , and any g of type 0&rarr ... f , g n 1 g n , R f , g n is a primitive recursive functional References cite book title G del s functional ... more details
lowercase title recursive function In mathematical logic and computer science , the recursive functions ... that the recursive functions are precisely the functions that can be computed by Turing machine s. The recursive functions are closely related to primitive recursive function s, and their inductive definition below builds upon that of the primitive recursive functions. However, not every recursive function is a primitive recursive function &mdash the most famous example is the Ackermann function . Other equivalent classes of functions are the lambda recursive function &lambda recursive functions and the functions that can be computed by Markov algorithm s. The set of all recursive functions is known as R complexity R in computational complexity theory . Definition The recursive functions or partial recursive functions are partial functions that take finite tuples of natural ... recursion i.e. without minimisation is the class of primitive recursive functions . While all primitive recursive functions are total, this is not true of partial recursive functions for example, the minimisation of the successor function is undefined. The set of total recursive functions is a subset of the partial recursive functions and is a superset of the primitive recursive functions functions like the Ackermann function can be proven to be total recursive, and not primitive. The first ... equality operator math simeq math can be used to compare partial recursive functions. This is defined ... in the corresponding partial recursive function. The unbounded search operator is not definable ... recursive functions math U y math and math T y,e,x 1, ldots,x k math such that for any recursive function math f x 1, ldots,x k math with k free variables there is an e such that math ... number for the function f . A consequence of this result is that any recursive function can be defined using a single instance of the operator applied to a total primitive recursive function. Minsky ... more details
In computability theory , super recursive algorithms are a generalization of ordinary algorithm s that are more ..., whose book Super recursive algorithms develops their theory and presents several mathematical ... properties of recursive algorithms and their computations. In a similar way, mathematical models of super recursive algorithms, such as inductive Turing machines, allow researchers to find properties of super recursive algorithms and their computations. Burgin, as well as other researchers including ... Wiedermann who studied different kinds of super recursive algorithms and contributed to the theory of super recursive algorithms, have argued that super recursive algorithms can be used to disprove ... community and is not widely accepted. Definition Burgin 2005 13 uses the term recursive algorithms for algorithm ... sense. Then a super recursive class of algorithms is a class of algorithms in which it is possible to compute functions not computable by any Turing machine Burgin 2005 107 . Super recursive algorithms ... description of such a process. Thus a super recursive algorithm defines a computational process including processes of input and output that cannot be realized by recursive algorithms. Burgin ... 2002 Hagar and Korolev 2007 . Super recursive algorithms are also related to algorithmic schemes , which are more general than super recursive algorithms. Burgin argues 2005 115 that it is necessary to make a clear distinction between super recursive algorithms and those algorithmic schemes that are not algorithms. Under this distinction, some types of hypercomputation are obtained by super recursive ... by algorithmic schemas, e.g., infinite time Turing machines. This explains how works on super recursive algorithms are related to hypercomputation and vice versa. According to this argument, super recursive ... recursive algorithms include Burgin 2005 132 limiting recursive functions and limiting partial recursive functions E.M. Gold trial and error predicates Hilary Putnam inductive inference machines ... more details
In computer programming language s, a recursive data type also known as a recursively defined , inductively defined or inductive data type is a data type for values that may contain other values of the same type. Data of recursive types are usually viewed as directed graph s. An important application of recursion in computer science is in defining dynamic data structures such as Lists and Trees. Recursive data structures can dynamically grow to a theoretically infinite size in response to runtime requirements in contrast, a static array s size requirements must be set at compile time. Sometimes the term inductive data type is used for algebraic data type s which are not necessarily recursive. Example also Recursion computer science Recursive data structures structural recursion An example is the List computing list type, in Haskell programming language Haskell pre data List a Nil Cons a List a pre This indicates that a list of a s is either an empty list or a cons cell containing an a the head of the list and another list the tail . Another example is a similar singly linked type in Java source lang java class List E E value List E next source This indicates that non empty list of type ... or a null reference to indicate an empty rest of the list . Theory In type theory , a recursive ... mu alpha. 1 alpha math . There are two forms of recursive types the so called isorecursive types, and equirecursive types. The two forms differ in how terms of a recursive type are introduced and eliminated. Isorecursive types With isorecursive types, the recursive type math mu alpha . T math and its ... math , and these two are inverse function s. Equirecursive types Under equirecursive rules, a recursive ... Recursive Types ref Equirecursive types capture the form of self referential or mutually referential ... types they are just aliases for convenience of the programmer. But if you try to do this with a recursive ... type system to figure out when to roll and unroll . See also Recursive definition Algebraic data type ... more details
Recursive science fiction is a subgenre of science fiction , which itself takes the form of an exploration of science fiction within the narrative of the story. Analysis In the book Resnick at Large , authors Mike Resnick and Robert J. Sawyer describe recursive science fiction as, science fiction about science fiction . ref name resnick cite book last Resnick first Mike coauthors Robert J. Sawyer title Resnick at Large publisher Wildside Press year 2003 location page 180 isbn 1592241603 ref In the work, The Greenwood Encyclopedia of Science Fiction and Fantasy Themes, Works, and Wonders , Gary Westfahl comments, Recursive fantasy fiction &ndash that is, a fantasy about writing fantasy &ndash is scarce ref name westfahl one potential example of recursive fantasy, however, would be Patrick Rothfuss The Kingkiller Chronicle . Examples Mike Resnick and Robert J. Sawyer cite Typewriter in the Sky by L. Ron Hubbard as an example of recursive science fiction. ref name resnick Gary Westfahl writes, Luigi Pirandello s play Six Characters in Search of an Author 1921 offered a non genre model. ref name westfahl cite book last Westfahl first Gary authorlink Gary Westfahl title The Greenwood Encyclopedia of Science Fiction and Fantasy Themes, Works, and Wonders publisher Greenwood year 2005 page 250 Volume 2 isbn 0313329524 ref Westfahl noted that Hubbard s book was an early genre example, perhaps inspired by Pirandello . ref name westfahl Films under the subgenre include Time After Time 1979 film Time After Time 1979 and The Time Machine 2002 film The Time Machine 2002 . In Time After Time , H. G. Wells , who wrote The Time Machine , is fictionally portrayed as an inventor of an actual time machine. In the 2002 film The Time Machine , the story by the real life Wells serves as inspiration for the film s protagonist to invent a time machine. ref cite book last Williams first Keith ... An Annotated Bibliography of Recursive Science Fiction , NESFA Press Science fiction Category ... more details
In computer science , recursive ascent parsing is a technique for implementing an LALR parser which uses mutually recursive functions rather than tables. Thus, the parser is directly encoded in the host language similar to recursive descent . Direct encoding usually yields a parser which is faster than its table driven equivalent ref cite web title Very fast LR parsing author Thomas J Penello year 1986 url http portal.acm.org citation.cfm?id 13310.13326 ref for the same reason that compilation is faster than interpretation. It is also nominally possible to hand edit a recursive ascent parser, whereas a tabular implementation is nigh unreadable to the average human. Recursive ascent was first described by Thomas Penello in his article cite web title Very fast LR parsing url http portal.acm.org ... was later expounded upon by G.H. Roberts ref cite web title Recursive ascent an LR analog to recursive descent year 1988 author G.H. Roberts url http portal.acm.org citation.cfm?id 47907.47909 ... title Recursive ascent parsing author Larry Morell and David Middleton year 2003 journal Journal of Computing ... ref . Recursive ascent has also been merged with recursive descent, yielding a technique known as recursive ascent descent . This implementation technique is arguably easier to hand edit due to the reduction ... bottom up. It can also yield some minimal performance improvements over conventional recursive ascent ref cite web title ScalaBison Recursive Ascent Descent Parser Generator author John Boyland and Daniel ..., recursive ascent is a literal implementation of the LR parser LR parsing concept. Each function ... LR 0 versus SLR and LALR parsing LR 0 in that it is left recursive in the expr non terminal but does not require any lookahead. Recursive ascent is also capable of handling grammars which are LALR 1 ... of a recursive ascent parser based on the above grammar source lang scala object ExprParser private ... 0 res, goto 1 source See also Recursive descent parser Recursive ascent descent parser References reflist ... more details
Orphan date February 2009 The recursive X Y cut is a top down page segmentation technique that decomposes a document image recursively into a set of rectangular blocks. The algorithm works by projecting the document bitmap i.e. summing up all the pixels in a line to the sides of the document page. By this method, a white space density graph is produced, with peaks for vertical or horizontal whitespace lines. These peaks define the cuts of the document and are used top down to segment the document into smaller pieces. References G. Nagy and S. Seth. Hierarchical representation of optically scanned documents. In Proc. of the 17th Conf. on Pattern Recognition, pp. 347 349, 1984. Category Computer graphics algorithms Comp sci stub ... more details
, logic and computer science , is a type of formal language which is also called recursive ... or effectively solvable if A is a recursive set , that is, there exists an algorithm for establishing ... problems In computability theory , an undecidable problem is a problem whose language is not a recursive ... are not recursive languages, they may be a subset of Alan Turing Turing recognizable languages ... Press year 1980 isbn 0 521 29465 7 Citation last1 Rogers first1 Hartley title The Theory of Recursive ... more details
The Recursive least squares RLS adaptive filter is an algorithm which recursively finds the filter coefficients that minimize a weighted linear least squares cost function relating to the input signals. This is in contrast to other algorithms such as the least mean squares LMS that aim to reduce the mean square error . In the derivation of the RLS, the input signals are considered deterministic system mathematics deterministic , while for the LMS and similar algorithm they are considered stochastic . Compared to most of its competitors, the RLS exhibits extremely fast convergence. However, this benefit comes at the cost of high computational complexity, Motivation In general, the RLS can be used to solve any problem that can be solved by adaptive filter s. For example, suppose that a signal d n is transmitted over an echoey, noisy channel that causes it to be received as math x n sum k 0 ... RLS algorithm . someone might like to include a diagram to show said fluctuations Recursive algorithm ... function. In this section we want to derive a recursive solution of the form math mathbf w n ... math n 1 math . We start the derivation of the recursive algorithm by expressing the cross correlation ... x n math With the recursive definition of math mathbf P n math the desired form follows math mathbf ... P n , mathbf x n math The second step follows from the recursive definition of math mathbf r dx n math . Next we incorporate the recursive definition of math mathbf P n math together with the alternate ... 17, 1997, accessed July 19, 2011. ref Lattice recursive least squares filter LRLS The Lattice Recursive Least Squares adaptive filter is related to the standard RLS except that it requires fewer ... lattice recursive least squares filter NLRLS The normalized form of the LRLS has fewer recursions ... H. title Statistical Digital Signal Processing and Modeling chapter 9.4 Recursive Least Squares ... A Comprehensive Introduction , John Wiley, 2010, ISBN 0470447532 Notes reflist DEFAULTSORT Recursive ... more details
Recursive Bayesian estimation , also known as a Bayes filter , is a general probabilistic approach for density estimation estimating an unknown probability density function recursively over time using incoming measurements and a mathematical process model. In robotics A Bayes filter is an algorithm used in computer science for calculating the probabilities of multiple beliefs to allow a robot to infer its position and orientation. Essentially, Bayes filters allow robots to continuously update their most likely position within a coordinate system, based on the most recently acquired sensor data. This is a recursive algorithm. It consists of two parts prediction and innovation. If the variables are linear and Normal Distribution normally distributed the Bayes filter becomes equal to the Kalman filter . In a simple example, a robot moving throughout a grid may have several different sensors that provide it with information about its surroundings. The robot may start out with certainty that it is at position 0,0 . However, as it moves farther and farther from its original position, the robot has continuously less certainty about its position using a Bayes filter, a probability can be assigned to the robot s belief about its current position, and that probability can be continuously updated from additional sensor information. Model The true state math x math is assumed to be an unobserved Markov process , and the measurements math z math are the observed states of a Hidden Markov Model HMM . The following picture presents a Bayesian Network of a HMM. Image HMM Kalman Filter Derivation.svg Hidden Markov Model center Because of the Markov assumption, the probability of the current true state given the immediately previous one is conditionally independent of the other earlier states. math p textbf x k textbf x k 1 , textbf x k 2 , dots, textbf x 0 p textbf x k textbf x k 1 math ... Kalman filter , a recursive Bayesian filter for multivariate normal distribution s Particle filter ... more details
Infobox programming language name KRC logo paradigm Functional programming functional year 1981 designer David Turner computer scientist David Turner developer latest release version latest release date latest test version latest test date typing implementations dialects influenced by SASL programming language SASL influenced Miranda programming language Miranda operating system license website KRC Kent Recursive Calculator is a lazy evaluation lazy functional language developed by David Turner computer scientist David Turner in or before? 1981 based on SASL programming language SASL , with pattern matching , guard computing guard s and ZF expression s now more usually called list comprehensions . Two implementations of KRC were written David Turner s original one in BCPL running on Edinburgh Multiple Access System EMAS , and Simon Croft s later one in C programming language C under Unix , and KRC was the main language used for teaching functional programming at the University of Kent at Canterbury UK from 1982 to 1985. The direct successor to KRC is Miranda programming language Miranda , which includes a polymorphic type discipline based on that of Milner s ML programming language ML . Further reading Functional Programming and its Applications , David A. Turner, Cambridge U Press 1982. References FOLDOC cite book last Turner first D.A. year 1981 chapter The semantic elegance of Applicative Languages title Proceedings of the 1981 Conference on Functional Programming Languages and Computer Architecture pages 85 92 publisher Association for Computing Machinery isbn 0 89791 060 5 Category Programming languages compu lang stub ru KRC ... more details
A filtered popping recursive transition network FPRTN , ref name sastre09jb Javier M. Sastre, http dx.doi.org 10.1007 978 3 642 02979 0 28 Efficient parsing using filtered popping recursive transition networks , Lecture Notes in Artificial Intelligence , 5642 241 244, 2009 ref or simply filtered popping network FPN , is a recursive transition network Recursive transition network RTN ref name woods70jb William A. Woods, http doi.acm.org 10.1145 355598.362773 Transition network grammars for natural language analysis , Communications of the ACM , ACM Press , 13 10 591 606, 1970 ref extended with a map of states to keys where returning from a subroutine jump requires the acceptor and return states to be mapped to the same key. Recursive transition network RTNs are finite state machines that can be seen as finite state automata extended with a stack data structure stack of return states as well as consuming transitions and math varepsilon math transitions, Recursive transition network RTNs may define call transitions. These transitions perform a subroutine jump by pushing the transition s target state onto the stack and bringing the machine to the called state. Each time an acceptor state is reached, the return state at the top of the stack is popped out, provided that the stack is not empty, and the machine is brought to this state. Throughout this article we refer to filtered popping recursive transition networks as FPNs , though this acronym is ambiguous e.g. fuzzy Petri nets . Filtered popping networks and FPRTNs are unambiguous alternatives. Formal Definition A FPN is a structure math Q, K, Sigma, delta, kappa, Q I, F math where math Q math is a finite set of states, math K math is a finite set of keys, math Sigma math is a finite input alphabet, math delta Q times Sigma cup varepsilon cup Q to Q math is a partial transition function, math varepsilon math being the empty ... dx.doi.org 10.1007 978 3 642 04235 5 17 Efficient parsing using recursive transition networks with output ... more details
Notability date September 2009 GUBA stands for Good, Ugly, Bad, Awesome. This is a technique to elicit feedback from groups in a Constructive criticism constructive way. The team members are asked, in what way the team is Good, in what way the team is Bad, in what way the team is Ugly, and in what way the team is Awesome. This helps to openly categorize what the team is very good at Awesome , just ok Good , not ok Bad , and what it is really bad at Ugly . This is then used to agree on improvements that the team as a whole must make, to eliminate the Ugly and Bad, and build on the Awesome. The GUBA technique is used in sports and business team coaching. Category Acronyms ... more details
Eine can refer to Eine river , a river in the Harz mountains in Germany EINE , a recursiveacronym standing for EINE Is Not Emacs an early Emacs text editor for lisp machines Ben Eine , a street artist from London Eine Belgium , a village belonging to the City of Oudenaarde, Belgium. a misspelling of the word Ein disambiguation Ein disambig ... more details
wiktionary tint In color theory, a Tints and shades tint is the mixture of a color with white. Tint may also refer to Tint control , an adjustment to correct for phase error in the picture color on a NTSC television set Tint album Tint album , an album by Merzbow Brick tinting , the process of physically changing the color of bricks Film tinting , the process of adding color to black and white film Window film , a treatment to achieve a variety of tinting effects in windows Tint Magazine , a women s magazine from Detroit, USA As an acronym , TINT may refer to Thailand Institute of Nuclear Technology As a recursive acronym , TINT may refer to tt TINT Unix TINT tt tt TINT is not Tetris T INT i s n ot T etris tt a Tetris clone for Linux tt TINT text editor TINT tt tt TINT is not TECO T INT i s n ot T eco tt an implementation of the Text Editor and Corrector TECO Text editor . disambig ... more details
wiktionarypar mung Mung may refer to Mung computer term , the act of making several incremental changes to an item that combine to destroy it. Defined as Mash until no good, or recursive acronym recursively as mung until no good. Mung bean , a bean native to Bangladesh, India, and Pakistan A type of animal territory in which females of a certain species gather to demonstrate their prowess before or during mating season the counterpart of Lek mating arena A fouling material a disgusting substance The common name of the brown algae Pylaiella The god Lord of all Deaths in Lord Dunsany s seminal fantasy work The Gods of Pegana The Gods of Peg na A transliteration of the Korean word IPA ko m m pron , an onomatopoeia for bark dog Mung Daal , a character in the cartoon series Chowder TV series Chowder Rafael Cabrera Airport ICAO code MUNG A slang term for leukorrhea , or a clear, white, or yellow vaginal discharge. MUNG, acronym of Military University Nueva Granada See also Hmong people disambig ... more details
otheruses MINC MINC is not C programming language C is a data specification language written in the mid 1980s by a Princeton University graduate student named Lass Grass . This kind of naming is known as a recursive acronym . It contains many though not all of the syntactical capabilities of the C programming language, and can be used to implement simple procedural programs that can be executed by a runtime parser that is to say, MINC does not need to be compiled in any way . MINC continues to be used only in a handful of programs written in the 1980s e.g. Real Time Cmix . It has been for all intents and purposes superseded by modern scripting languages such as Perl , Python programming language Python , and Tcl . A controversial aspect of the language is whether it is pronounced mink or min see . External links http www.music.princeton.edu winham Minc tutorial.html MINC tutorial at CMIX home page Category Scripting languages ... more details
PRF is an acronym and can stand for Vivostat Platelet Rich Fibrin , A combination of platelets and fibrin used to regenerate tissue PRF 3 , the call letters of the now defunct TV Tupi , Brazil s first television station Pain Relief Foundation Primitive recursive function a class of functions which form an important building block on the way to a full formalization of computability Pseudorandom function in cryptography to refer to a function with values seemingly chosen randomly within its range Pulse repetition frequency a characteristic of a radar transmitter Pennsylvania Renaissance Faire Passer rating formula , a system used to rate passers in American football Pontine reticular formation Federal Highway Police Pol cia Rodovi ria Federal is the Federal Highway Police of Brazil Pacific Ring of Fire , a ring of volcanoes circuling the Pacific Ocean disambig fr PRF it PRF ... more details
RAAM or raam may mean Raam, also called Ram or Rama , an ancient Indian king and avatar of Vishnu Raam 2005 film , a 2005 Tamil film Raam 2006 film , a 2006 Telugu film Raam 2009 film , a 2009 Kannada language film RAAM , a local currency of the Global Country of World Peace in use in Vlodrop, Netherlands and Maharishi Vedic City, Iowa Race Across America , a bicycle race United Arab List , a political party in Israel Hebrew acronym of Reshima Aravit Me uchedet General RAAM, a List of Gears of War characters & adversaries General RAAM Gears of War character , a general of the locust horde Recursive Auto Associative Memory , a type of Artificial Neural Network . Riyast i Amoor o Amanat i Milliyah , the Afghanistan Afghan intelligence agency. disambig nl Raam ... more details
Lowercase npm Infobox software name npm title npm logo File logo caption screenshot File caption collapsible author developer Isaac Z. Schlueter released Start date YYYY MM DD df yes no discontinued latest release version 1.1.9 latest release date Start date and age 2012 03 14 df yes no latest preview version latest preview date Start date and age YYYY MM DD df yes no frequently updated DO NOT include this parameter unless you know what it does programming language operating system platform size language status genre license MIT License alexa website URL http npmjs.org npm is a package manager for Node.js that is run through the command line and manages dependencies for an application. It is the predominant package manager for Node.js. According to its author, npm is not an acronym for Node Package Manager. ref name npm acronym http npmjs.org doc faq.html If npm is an acronym why is it never capitalized npm FAQ , Contrary to the belief of many, npm is not in fact an abbreviation for Node Package Manager . It is a recursive bacronymic abbreviation for npm is not an acronym . If it was ninaa , then it would be an acronym, and thus incorrectly named. ref As of Node.js version 0.6.3, npm is deployed and installed automatically with the environment. Example Install LESS stylesheet language LESS npm install less See also Portal Free software JavaScript V8 JavaScript engine Node.js JSAN , the JavaScript Archive Network a lesser used JavaScript package manager. External links http npmjs.org Official website References references Category Free package management systems Category JavaScript programming tools ... more details
In the mathematical field of descriptive set theory , a pointclass can be called adequate if it contains all Recursive set recursive pointsets and is closed under recursive substitution, bounded quantifier bounded universal and existential quantification and preimages by recursive functions. Category Descriptive set theory settheory stub unref date December 2007 ... more details
RML is a three letter acronym . It may mean Ratmalana Airport near Colombo, Sri Lanka RML Group Ray Mallock Ltd. Group , a British automotive development and motorsports team owned by former driver and engineer Ray Mallock Robert Love , American author, speaker, and open source software developer Recursive Maximum Likelihood Report Markup Language see ReportLab Reuters Market Light , a service to provide Indian farmers with information such as crop prices Rifled Muzzle Loader a type of gun common in the 19th century Rocko s Modern Life Routemaster long variant traditional London bus Royal Mail Lines Ltd, once a major shipping company ReactiveML , a programming language dedicated to the implementation of interactive systems. RIHA Modeling Language , an extension of Unified Modeling Language , for describing data objects of information systems and registries in Management System of State Information System RIHA Estonia Research Machines 380Z RML 380Z , an 8 bit computer built in Britain disambig it RML ... more details
Infobox Software name Elle Elle Looks Like Emacs logo screenshot caption developer MINIX status Active latest release version latest release date latest preview version latest preview date operating system MINIX 3 size platform programming language C programming language C genre text editor license BSD license website http www.minix3.org manpages man9 elle.9.html Minix3 Man page ELLE is an Emacs clone for MINIX . The name is a recursive acronym that means ELLE Looks Like Emacs . It is a very light editor developed by Ken Harrenstein. ELLE is not full Emacs but it has about 80 commands and is quite fast. It has a small number of commands compared to other editors. All of them are either of the form CTRL x or are on the numeric keypad. See also Portal Free software MINIX MINIX file system Minix vmd External links Wikibooks Minix 3 http www.minix3.org manpages man9 elle.9.html Page Minix3 Man page Category Unix Category Text editors Category Emacs fr Elle Elle Looks Like Emacs ... more details
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