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Qu'est-ce (qui) est Z notation - définition
Z notation
![An example of a [[formal specification]] (in Spanish) using the Z notation, with named schema boxes, including declarations and predicates.](https://commons.wikimedia.org/wiki/Special:FilePath/Agendacumple en Z.svg?width=200 "An example of a [[formal specification]] (in Spanish) using the Z notation, with named schema boxes, including declarations and predicates.")
FORMAL SPECIFICATION LANGUAGE USED FOR DESCRIBING AND MODELLING COMPUTING SYSTEMS
Zed notation; Z specification language; ISO/IEC 13568; ⦇; ⦈; ⦉; ⦊; ⨟; ⨠; ⨡; ⋿; ⦁; ⦂; Z (programming language); CADiZ; Z notation (specification language); Z schema
The Z notation is a formal specification language used for describing and modelling computing systems. It is targeted at the clear specification of computer programs and computer-based systems in general.
E–Z notation
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![[[Alitretinoin]]](https://commons.wikimedia.org/wiki/Special:FilePath/Alitretinoin2DACS.svg?width=200 "[[Alitretinoin]]")
CHEMICAL NOMENCLATURE DESCRIBING ABSOLUTE STEREOCHEMISTRY OF DOUBLE BONDS, GENERALIZING CIS–TRANS NOTATION
E-alkene; Entgegen; Zusammen; E-Z NOTATION; E-configuration; E alkene; E/Z configuration; E-Z designation; Entgegen-Zusammen system; (E); (Z); E-Z notation
E–Z configuration, or the E–Z convention, is the IUPAC preferred method of describing the absolute stereochemistry of double bonds in organic chemistry. It is an extension of cis–trans isomer notation (which only describes relative stereochemistry) that can be used to describe double bonds having two, three or four substituents.
Polish notation
MATHEMATICAL NOTATION IN WHICH EVERY OPERATOR PRECEDES ALL OF ITS OPERANDS
Polish Notation; Lukasiewicz notation; Łukasiewicz notation; Prefix notation; PN (notation); Notacja polska; Normal Polish notation; NPN (notation); Warsaw notation; Prefix operator; Prefix expression; Prefixed notation; Polish prefix notation; Polish string; Polish notation string; Polish string notation
¦ noun Logic & Computing a system of formula notation without brackets or special punctuation, used to represent arithmetical operations.
