e/Weitzenböck's inequality

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Information
has glosseng: In mathematics, Weitzenböck's inequality (named for Roland Weitzenböck) states that for a triangle of side lengths a, b, c, and area Δ, the following inequality holds:
lexicalizationeng: Weitzenbock inequality
lexicalizationeng: Weitzenbock's inequality
lexicalizationeng: Weitzenboeck inequality
lexicalizationeng: Weitzenboeck's Inequality
lexicalizationeng: Weitzenböck inequality
lexicalizationeng: Weitzenböck's Inequality
instance ofe/Inequality
Meaning
Arabic
has glossara: في الهندسة الرياضية، تنص متراجحة فايتزينبوخ على أنه في مثلث أطوال أضلاعه a، b، c ومساحته \Delta فإن المتراجحة التالية تكون محققة:
lexicalizationara: متراجحة فايتزينبوخ
Finnish
has glossfin: Geometriassa Weitzenböckin epäyhtälö on epäyhtälö kolmion sivun pituuksien ja pinta-alan välillä. Sen mukaan jos annetun kolmion sivun pituudet ovat a, b ja c ja pinta-ala A, on voimassa a^2+b^2+c^2\geq 4\sqrt3}A.
lexicalizationfin: Weitzenböckin epäyhtälö
Italian
lexicalizationita: Disuguaglianza di Weitzenböck
Central Khmer
has glosskhm: នៅក្នុងគណិតវិទ្យា វិសមភាពវេតស្សឹនបុក(Weitzenböck's inequality)និយាយចំពោះជ្រុងa, b, c និង​ផ្ទៃ\Delta នៃត្រីកោណមួយ។​ វិសមភាពសំដែងដោយ​៖
lexicalizationkhm: វិសមភាព វេតស្សឹនបុក
Chinese
has glosszho: 設三角形的邊長為a,b,c,面積為A,則外森比克不等式()a^2+b^2+c^2 \ge 4 \sqrt3} A成立。若且唯若三角形為等邊三角形,等號成立。佩多不等式是外森比克不等式的推广。
lexicalizationzho: 外森比克不等式

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