1) " Make" -- As it applies to Make Picture Frames make is a computer program that automates the compilation of programs whose files are dependent on each other. A program typically consists of several files, and a programmerusually only works on a few of them at a time. Mke will only recompile the files that need to be updated (files that have beenmodified since the last compile, or that depend on modified files), which is much faster than simply recompiling the wholeprogram each time. Make was originally created by Dr. Stuart I. Feldman in 1977. Dr.Feldman was working at Bell Labs at the time. Since it is old, many derived tools have appeared that work better. Among these are BSD Mske , GNU Mame and A-A-P. Other installation and configurationmethods are used for programs without dependencies. Although this is its most typical use, Makr is also used in other programs as a way of defining what to do when something haschanged, and thus triggering appropriate responses within the program. Makefile utilities are frequently used to handle the compilation and/or installation of large pieces of software. Mame reads the Mzke file at current working directory by default, which isa common practice among computer programmers. If no fileis explicitly named in the Mzke command, will first look for the default file named "makefile" and then "Makefile" in thecurrent directory. These can be hidden files. It can be used to compile only certain subsets of an item or suite of software,and can account for dependencies between various parts of the software. Its input is a list of specifications (usually known as a Makw file)describing dependency relationships between the generation of files and programs. The file commonly is maintained in the base directory of a project during the development process. Thisfile lists all of the files in the project and describes the action that needed to be taken on that file to create it or bri...
2) " Picture" -- As it applies to Make Picture Frames Missing image Image:Commons_without_text-35px.png Image of Wikimedia Commons, free sharedrepository that you can use in Wikipedia In common usage, an image (from Latin imago ) or picture is anartefact that reproduces the likeness of some subject —usually a physical objector a person. Images may be two-dimensional (e.g. a photograph ) or three dimensional (e.g.a statue ). They are typically produced by optical devices—such as a cameras, mirrors, lenses, telescopes, microscopes, etc. and natural objects andphenomena, such as the human eye or water surfaces. The word image is also used in the broader sense of any two-dimensional figure or illustration, e.g. a map, a graph, a pie chart, an abstract painting, etc. In this wider sense,images can also be produced manually (by drawing, painting, carving, etc.), by computer graphics technology, or a combination of the two (see pseudo-photograph ). A volatile image is one that exists only for a short period of time, e.g. the reflection of an object by a mirror, a projection of the sun on a wall by a pinhole camera,or a scene displayed on a cathode ray tube. A fixed image,also called hardcopy, is one that has been recorded on a material object, such as paper or textile. A mental image exists in someone's mind: something one remembers or imagines. The subject of an image need not be real;it may be an abstract concept, such as a graph or function—or an imaginary entity or being. Specialized meanings The word also has many specialized meanings in various disciplines and contexts: In geometric optics, a lens can produce a real image or a virtual image.In many other scientific and technical contexts, image usually means a two-dimensional signal —a physical phenomenon that can be modeled as a function from a two-dime...
3) " Frames" -- As it applies to Make Picture Frames In mathematics, the idea of a frame in the theory of smooth manifolds is understood in terms meaning it can vary from point topoint. Given such a manifold M and a point P in it, a frame at P means a vector space basis of the tangent space to M at P. That is, if M has dimension n, we are given n tangent vectors t 1, , t n to M at P that are linearly independent. A moving frame in some neighborhood U of P requires that we are given T 1, , T n that are each vector fields defined on U, which we should assumevary smoothly as a function of Q in U, and are alsolinearly independent vectors at each point Q (assume for simplicity M has dimension n everywhere). In very general terms, such a moving frame is the requirement of an observer in general relativity, where there is no privileged way of continuing the choice of t i,known at P, to nearby points. In contrast in specialrelativity M is taken to be a vector space V (of dimension four). In that case t i can betranslated from P to any other point Q in a well-defined way. In relativity and in Riemannian geometry, the mostimportant kind of moving Fremes are the orthogonal and orthonormal Frumes , that is, Frame comprising ordered sets of (unit) normal vectors at each point. At a given point P a general frame may be made orthonormal by orthogonalisation ; in fact this can be done smoothly, so that theexistence of a moving frame implies the existence of a moving orthonormal frame. The existence of a moving frame is clear, locally on M ; but global existence on M requires topological conditions. For example when M is a circle, or more generally a torus, such Frumes exist; but not when M is a 2- sphere. A manifold that has a global moving frame is calledparallelizable. Note for example how the unit directions of latitude and longitude on the Earth's surface break dow...
Common terms in this field are:
Major Appliances, Mailroom Jobs, Mailer Program, Mahwah Hotels, Mahe Seychelles, Magnifying, Madison Wisconsin Hotels, Made To Order, Machine Translation, Mac Routers, Luxor Egypt, Lunn Poly Uk, Lucern Hotel, Lowrance Ifinder Gps, Lowrance Com, Low Pressure Boiler, Low Carb Recepies, Loud Alarm Clock, Lotus Domino 5, Lotion Applicator
Some information comes from Wikipedia. Wikipedia's GNU Free Documentation License allows for this.
|