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		<http://www.apronus.com/math/mrwmath.htm> ,
		<http://www.stephenwolfram.com/publications/talks/mathml/> ,
		<http://jeff560.tripod.com/mathsym.html> .
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dbpedia:Mathematical_notation	rdfs:label	"Matemaattinen merkint\u00E4"@fi ,
		"Mathematical notation"@en ,
		"Notation (math\u00E9matiques)"@fr ,
		"\u6578\u5B78\u7B26\u865F"@zh ,
		"Nota\u00E7\u00E3o matem\u00E1tica"@pt ,
		"Notation (Mathematik)"@de ,
		"Notaci\u00F3n matem\u00E1tica"@es ;
	dbpprop:abstract	"Als Notation bezeichnet man in Mathematik, Logik und Informatik die Schreibweise von Formeln und Ausdr\u00FCcken mittels mathematischer Symbole. Die mathematische Notation entspricht einer Sprache, die formaler ist als viele nat\u00FCrliche Sprachen und dennoch einige Uneindeutigkeiten enth\u00E4lt, wie sie f\u00FCr nat\u00FCrliche Sprachen charakteristisch sind."@de ,
		"On utilise en math\u00E9matiques un ensemble de notations pour condenser et formaliser les \u00E9nonc\u00E9s et les d\u00E9monstrations. Quand deux traductions d'une notation sont donn\u00E9es, l'une est la traduction mot-\u00E0-mot et l'autre est la traduction naturelle."@fr ,
		"Nota\u00E7\u00E3o matem\u00E1tica \u00E9 uma linguagem cuja e sem\u00E2ntica se utiliza dos e da, respectivamente. \u00C9 com base nessa nota\u00E7\u00E3o que s\u00E3o constru\u00EDdas as senten\u00E7as matem\u00E1ticas."@pt ,
		"\u6578\u5B78\u7B26\u865F\u4E0D\u53EA\u88AB\u4F7F\u7528\u65BC\u6578\u5B78\u88E1\uFF0C\u66F4\u5305\u542B\u65BC\u7269\u7406\u79D1\u5B78\u3001\u5DE5\u7A0B\u53CA\u7D93\u6FDF\u5B78\u5167\u3002\u6B64\u4E00\u7B26\u865F\u7684\u8907\u96DC\u5EA6\u53EF\u7531\u8F03\u7C21\u55AE\u7684\u7B26\u865F\u8868\u793A\uFF0C\u5982\u6578\u5B571\u53CA2\uFF1B\u51FD\u6578\u7B26\u865F&lt;math&gt;\\sin&lt;/math&gt;\u548C+\uFF0C\u81F3\u6982\u5FF5\u6027\u7B26\u865F\uFF0C\u5982lim\u548Cdy/dx\uFF1B\u81F3\u7B49\u5F0F\u53CA\u8B8A\u6578\u3002"@zh ,
		"La matem\u00E1tica se apoya en un lenguaje simb\u00F3lico formal que sigue una serie de convenciones propias. Los s\u00EDmbolos representan un concepto, una operaci\u00F3n, una entidad matem\u00E1tica seg\u00FAn ciertas reglas. Estos s\u00EDmbolos no deben considerarse abreviaturas, sino entidades con valor propio y aut\u00F3nomo. Algunos principios b\u00E1sicos son: Los s\u00EDmbolos de una letra se representan en letra cursivaa, b, i, k, x, y, etc. Los s\u00EDmbolos de varias letras se representan en letra redonda\\cos\\alpha, \\ln x, etc. ; no debe escribirse &lt;math&gt;lnx en lugar de &lt;math&gt;\\ln x porque eso representar\u00EDa el producto &lt;math&gt;l\\cdot n\\cdot x en lugar del logaritmo neperiano. Seg\u00FAn la norma ISO 31 los operadores diferenciales y las constantes matem\u00E1ticas universales (i, e), tambi\u00E9n se escriben con letra redondaa\\mathrm{e}^x."@es ,
		"Katso my\u00F6s: Luettelo matemaattisista merkeist\u00E4, Kreikkalainen kirjaimisto Matemaattista merkint\u00E4\u00E4 k\u00E4ytet\u00E4\u00E4n ainakin matematiikkamatematiikassa, luonnontiedeluonnontieteiss\u00E4 ja kirjanpitokirjanpidossa."@fi ,
		"A mathematical notation is a system of symbolic representations of mathematical objects and ideas. Mathematical notations are used in mathematics and the physical sciences, engineering and economics. Mathematical notations include relatively simple symbolic representations, such as numbers 1 and 2, function symbols sin and +; conceptual symbols, such as lim, dy/dx, equations and variables; and complex diagramatic notations such as Penrose graphical notation and Coxeter-Dynkin diagrams."@en ;
	rdfs:comment	"Katso my\u00F6s: Luettelo matemaattisista merkeist\u00E4, Kreikkalainen kirjaimisto Matemaattista merkint\u00E4\u00E4 k\u00E4ytet\u00E4\u00E4n ainakin matematiikkamatematiikassa, luonnontiedeluonnontieteiss\u00E4 ja kirjanpitokirjanpidossa."@fi ,
		"Als Notation bezeichnet man in Mathematik, Logik und Informatik die Schreibweise von Formeln und Ausdr\u00FCcken mittels mathematischer Symbole. Die mathematische Notation entspricht einer Sprache, die formaler ist als viele nat\u00FCrliche Sprachen und dennoch einige Uneindeutigkeiten enth\u00E4lt, wie sie f\u00FCr nat\u00FCrliche Sprachen charakteristisch sind."@de ,
		"La matem\u00E1tica se apoya en un lenguaje simb\u00F3lico formal que sigue una serie de convenciones propias. Los s\u00EDmbolos representan un concepto, una operaci\u00F3n, una entidad matem\u00E1tica seg\u00FAn ciertas reglas. Estos s\u00EDmbolos no deben considerarse abreviaturas, sino entidades con valor propio y aut\u00F3nomo. Algunos principios b\u00E1sicos son: Los s\u00EDmbolos de una letra se representan en letra cursivaa, b, i, k, x, y, etc."@es ,
		"Nota\u00E7\u00E3o matem\u00E1tica \u00E9 uma linguagem cuja e sem\u00E2ntica se utiliza dos e da, respectivamente. \u00C9 com base nessa nota\u00E7\u00E3o que s\u00E3o constru\u00EDdas as senten\u00E7as matem\u00E1ticas."@pt ,
		"\u6578\u5B78\u7B26\u865F\u4E0D\u53EA\u88AB\u4F7F\u7528\u65BC\u6578\u5B78\u88E1\uFF0C\u66F4\u5305\u542B\u65BC\u7269\u7406\u79D1\u5B78\u3001\u5DE5\u7A0B\u53CA\u7D93\u6FDF\u5B78\u5167\u3002\u6B64\u4E00\u7B26\u865F\u7684\u8907\u96DC\u5EA6\u53EF\u7531\u8F03\u7C21\u55AE\u7684\u7B26\u865F\u8868\u793A\uFF0C\u5982\u6578\u5B571\u53CA2\uFF1B\u51FD\u6578\u7B26\u865F&lt;math&gt;\\sin&lt;/math&gt;\u548C+\uFF0C\u81F3\u6982\u5FF5\u6027\u7B26\u865F\uFF0C\u5982lim\u548Cdy/dx\uFF1B\u81F3\u7B49\u5F0F\u53CA\u8B8A\u6578\u3002"@zh ,
		"A mathematical notation is a system of symbolic representations of mathematical objects and ideas. Mathematical notations are used in mathematics and the physical sciences, engineering and economics. Mathematical notations include relatively simple symbolic representations, such as numbers 1 and 2, function symbols sin and +; conceptual symbols, such as lim, dy/dx, equations and variables; and complex diagramatic notations such as Penrose graphical notation and Coxeter-Dynkin diagrams."@en ,
		"On utilise en math\u00E9matiques un ensemble de notations pour condenser et formaliser les \u00E9nonc\u00E9s et les d\u00E9monstrations. Quand deux traductions d'une notation sont donn\u00E9es, l'une est la traduction mot-\u00E0-mot et l'autre est la traduction naturelle."@fr .
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