word, numeric - significado y definición. Qué es word, numeric
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Qué (quién) es word, numeric - definición

Numeric tower
  • A representation of the numerical tower with five types of numbers.

Word (computer architecture)         
BASE MEMORY UNIT HANDLED BY A COMPUTER
Computer word; Word size; Word length; Wordlength; 10-bit; Halfword; Dword (Computer); Qword; Machine word; DWORD; DWord; Dword; Data word; Double word; Word orientation; Word-oriented; Word oriented; Word (unit); Word (data type); Word width; Memory word; Bitness; Binary word; Variable word-length computer; Variable word-length architecture; Variable word-length machine; Variable word length architecture; Variable word length computer; Variable word length machine; Variable word architecture; Variable word-length (computer hardware); Variable word length (computer hardware); 32-bit word; 32bit word; Catena (unit); Catena (computing); Catenae (unit); Catenae (computing); Storage word; 16-bit word; 16 bit word; 32 bit word; 48-bit word; 48 bit word; 51 bit word; 51-bit word; 60-bit word; 60 bit word; 64 bit word; 64-bit word; 96 bit word; 96-bit word; Word size (computing); Quarterword; Variable word length; Fullword; Kiloword
In computing, a word is the natural unit of data used by a particular processor design. A word is a fixed-sized datum handled as a unit by the instruction set or the hardware of the processor.
MS Word         
  • Microsoft Word (2007)
  • Microsoft Word 2011 running on OS X
  • An example image created with WordArt
  • Microsoft Word 2010 running on Windows 7
  • 100px
WORD PROCESSOR SOFTWARE BY MICROSOFT
MS Word; Word document; Normal.dot; MS word; Ms word; Word for windows; Microsoft word; Ms Word; Pocket Word; Word file; Word for Windows; Mircosoft word; Microsoft Word 2004; Winword; WinWord; Windows Word; WINWORD; WINWORD.EXE; Winword.exe; Multi-Tool Word; Sample Text in Microsoft Word; Msword; Word (software); Microsoft(r) Word; MicrosoftWord; Microsoft Word 2000; Microsoft Word 2002; Word 2000; Microsoft Word XP; Microsoft Office Word; Word Web App; Word 2007; Word 2003; Office Word; Microsoft® Word 2010; Microsoft® Office Word 2007; Microsoft Word:mac; Word (Microsoft); Microsoft Word 3.0; Microsoft Word 98; Word for Windows 6.0; Macros in Microsoft Word; Microsoft Word file formats; Word (program); Word (app); Word (application)
word size         
BASE MEMORY UNIT HANDLED BY A COMPUTER
Computer word; Word size; Word length; Wordlength; 10-bit; Halfword; Dword (Computer); Qword; Machine word; DWORD; DWord; Dword; Data word; Double word; Word orientation; Word-oriented; Word oriented; Word (unit); Word (data type); Word width; Memory word; Bitness; Binary word; Variable word-length computer; Variable word-length architecture; Variable word-length machine; Variable word length architecture; Variable word length computer; Variable word length machine; Variable word architecture; Variable word-length (computer hardware); Variable word length (computer hardware); 32-bit word; 32bit word; Catena (unit); Catena (computing); Catenae (unit); Catenae (computing); Storage word; 16-bit word; 16 bit word; 32 bit word; 48-bit word; 48 bit word; 51 bit word; 51-bit word; 60-bit word; 60 bit word; 64 bit word; 64-bit word; 96 bit word; 96-bit word; Word size (computing); Quarterword; Variable word length; Fullword; Kiloword
<processor> The number of bits that a CPU can process at one time. Processors with many different word sizes have existed though powers of two (8, 16, 32, 64) have predominated for many years. A processor's word size is often equal to the width of its external data bus though sometimes the bus is made narrower than the CPU (often half as many bits) to economise on packaging and circuit board costs. (1995-04-23)

Wikipedia

Numerical tower

In Scheme and in Lisp dialects inspired by it, the numerical tower is a set of data types that represent numbers and a logic for their hierarchical organisation.

Each type in the tower conceptually "sits on" a more fundamental type, so an integer is a rational number and a number, but the converse is not necessarily true, i.e. not every number is an integer. This asymmetry implies that a language can safely allow implicit coercions of numerical types—without creating semantic problems—in only one direction: coercing an integer to a rational loses no information and will never influence the value returned by a function, but to coerce most reals to an integer would alter any relevant computation (e.g., the real 1/3 does not equal any integer) and is thus impermissible.