TERMIUM Plus®

The Government of Canada’s terminology and linguistic data bank.

MATHEMATICAL LOGIC [2 records]

Record 1 - external organization data 2006-02-20

English

Subject field(s)
  • Compartment - ISO/IEC JTC 1 Information Technology Vocabulary
Universal entry(ies)
02.01.04 (2382)
ISO/IEC standard entry number
DEF

discipline in which valid argument and operations are dealt with using an artificial language designated to avoid the ambiguities and logical inadequacies of natural languages

OBS

symbolic logic; mathematical logic: terms and definition standardized by ISO/IEC [ISO 2382-2:1976].

French

Domaine(s)
  • Tiroir - ISO/CEI JTC 1 Vocabulaire des technologies de l'information
Entrée(s) universelle(s)
02.01.04 (2382)
ISO/IEC standard entry number
DEF

discipline dans laquelle les raisonnements et les opérations sont représentés à l'aide d'un langage artificiel destiné à éviter les ambiguïtés et l'inadéquation des langages naturels

OBS

logique symbolique : terme et définition normalisés par l'ISO/CEI [ISO 2382-2:1976].

Spanish

Save record 1

Record 2 2003-05-23

English

Subject field(s)
  • Programming Languages
  • Artificial Intelligence
  • Philosophy (General)
DEF

The discipline in which argument and operations are dealt with using an artificial language designated to avoid the ambiguities and logical inadequacies of natural languages.

OBS

symbolic logic; mathematical logic: terms standardized by ISO and CSA.

French

Domaine(s)
  • Langages de programmation
  • Intelligence artificielle
  • Philosophie (Généralités)
DEF

Discipline dans laquelle les raisonnements et les opérations sont représentés à l'aide d'un langage artificiel destiné à éviter les ambiguïtés et l'inadéquation des langages naturels.

OBS

logique symbolique : terme normalisé par l'ISO et la CSA.

Spanish

Campo(s) temático(s)
  • Lenguaje de programación
  • Inteligencia artificial
  • Filosofía (Generalidades)
DEF

Descripción, mediante un lenguaje cuya concepción suprime las ambigüedades semánticas del lenguaje común, de las formas estructurales de unos argumentos válidos y de unos fundamentos matemáticos.

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