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has gloss | eng: In mathematics, the Fubini–Study metric is a Kähler metric on projective Hilbert space, that is, complex projective space CPn endowed with a Hermitian form. This metric was originally described in 1904 and 1905 by Guido Fubini and Eduard Study. |
lexicalization | eng: Fubini-Study metric |
lexicalization | eng: Fubini–Study metric |
instance of | c/Structures on manifolds |
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French | |
has gloss | fra: En géométrie différentielle, la métrique de Fubini-Study est une métrique kählérienne sur l'espace projectif complexe CPn |
lexicalization | fra: Metrique de Fubini-Study |
lexicalization | fra: Métrique De Fubini-Study |
Chinese | |
has gloss | zho: 在数学中,富比尼–施图迪度量()是射影希尔伯特空间上一个凯勒度量。所谓射影希尔伯特空间即赋予了埃尔米特形式的复射影空间 CPn。这个度量最先由圭多·富比尼与爱德华·施图迪在1904年与1905年描述。 |
lexicalization | zho: 富比尼-施图迪度量 |
lexicalization | zho: 富比尼–施图迪度量 |
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