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In mathematics, the Weil–Petersson metric is a Kähler metric on the Teichmüller space Tg,n of genus g Riemann surfaces with n marked points. It was introduced by André Weil (, ) using the Petersson inner product on forms on a Riemann surface (introduced by Hans Petersson).

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  • Weil–Petersson metric
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  • In mathematics, the Weil–Petersson metric is a Kähler metric on the Teichmüller space Tg,n of genus g Riemann surfaces with n marked points. It was introduced by André Weil (, ) using the Petersson inner product on forms on a Riemann surface (introduced by Hans Petersson).
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  • André Weil
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  • André
  • Scott A.
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  • Weil–Petersson_metric
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  • Weil
  • Wolpert
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  • In mathematics, the Weil–Petersson metric is a Kähler metric on the Teichmüller space Tg,n of genus g Riemann surfaces with n marked points. It was introduced by André Weil (, ) using the Petersson inner product on forms on a Riemann surface (introduced by Hans Petersson).
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