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compact disc recordable

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1) "Compact" -- As to compact disc recordable 1com·pact Pronunciation: k&m-'pakt, käm-', 'käm-" Function: adjective Etymology: Middle English, firmly put together, from Latin compactus, from past participle of compingere to put together, from com- + pangere to fasten -- more at PACT 1 : predominantly formed or filled : COMPOSED, MADE 2 a : having a dense structure or parts or units closely packed or joined <a compact woolen> <compact bone> b : not diffuse or verbose <a compact statement> c : occupying a small volume by reason of efficient use of space <a compact camera> <a compact formation of troops> d : short-bodied, solid, and without excess flesh 3 : being a topological space and especially a metric space with the property that for any collection of open sets which contains it there is a subset of the collection with a finite number of elements which also contains it - com·pact·ly /-'pak(t)-lE, -"pak(t)-/ adverb - com·pact·ness /-'pak(t)-n&s, -"pak(t)-/ noun Pronunciation Symbols In mathematics, a subset of Euclidean space Rn is called compact if it is closed and bounded. For example, in R, the closed unit interval [0, 1] is compact, but the set of integers Z is not (it is not bounded) and neither is the half-open interval [0, 1) (it is not closed). A more modern approach is to call a topological space compact if each of its open covers has a finite subcover. The Heine–Borel theorem shows that this definition is equivalent to "closed and bounded" for subsets of Euclidean space. Note: Some authors such as Bourbaki use the term "quasi-compact" instead and reserve the name "compact" for topological spaces that are Hausdorff and compact. 1 History and motivation 2 Definitions 2.1 Compactness of subsets of Rn 2.2 Compactness of topological spaces 3 Examples of compact spaces 4 Theorems 5 Other forms of compactness 6 See also 7 References The term compact was introduced by Fréchet in 1906. It has long been recognized that a property like compactness is necessary to prove many useful theorems. It used to be that "compact" meant "sequentially compact" (every sequence has a convergent subsequence). This was when primarily metric spaces were studied. The "covering compact" definition has become more prominent because it allows us to consider general topological spaces, and many of the old results about metric spaces can be generalized to this setting. This generalization is particularly useful in the study of function spaces, many of which are not metric spaces. One of the main reasons for studying compact spaces is because they are in some ways very similar to finite sets: there are many results which are easy to show for finite sets, whose proofs carry over with minimal change to compact spa..." 2) "Disc" -- As to compact disc recordable 1disc variant of DISK Pronunciation Symbols A disk or disc is a flat, circular object. Common types of disc include: Disk (mathematics) A flying disc or, more specifically, a Frisbee, a disk-shaped toy Intervertebral disc, in the spines of vertebrates An accretion disc, in astrophysics A Parking Disc Machine DISC or DISK can stand for: The DISC assessment, a psychological test DISCs - "Domestic International Sales Corporations' under US law DÄ°SK, the Confederation of Progressive Trade Unions of Turkey Recording media Gramophone record (commonly "phonograph record" in U.S. English) Hard disk, aka "hard drive" Floppy disk Optical discs, the most common of which are: Compact Disc Digital Versatile Disc Disc film In popular usage, phonograph records and optical discs are generally spelled with a c, while magnetic disks are generally spelled with a k. In Personality: DiSC Personal Profile System Nipkow disk Discus (fish) Intervertebral disc Discus Disco Disc brake In astrophysics: Accretion disc Protoplanetary disk Scattered disc Data storage: Disk storage Floppy disk Hard disk RAM disk Blu-ray Disc Compact disc DVD HD DVD EVD Laserdisc MiniDisc Disk (or disc) has also been erroneously used to refer to tape drives and flash memory cards for both music and computer data. In mathematics: Disk (mathematics) Euler's disk Unit disk ..." 3) "Recordable" -- As to compact disc recordable 1re·cord Pronunciation: ri-'kord Function: verb Etymology: Middle English, literally, to recall, from Anglo-French recorder, from Latin recordari, from re- + cord-, cor heart -- more at HEART transitive verb 1 a (1) : to set down in writing : furnish written evidence of (2) : to deposit an authentic official copy of <record a deed> b : to state for or as if for the record <voted in favor but recorded certain reservations> c (1) : to register permanently by mechanical means <earthquake shocks recorded by a seismograph> (2) : INDICATE, READ <the thermometer recorded 90°> 2 : to give evidence of 3 : to cause (as sound, visual images, or data) to be registered on something (as a disc or magnetic tape) in reproducible form intransitive verb : to record something - re·cord·able /-'kor-d&-b&l/ adjective Pronunciation Symbols ..." 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