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In mathematics, a Prym differential of a R … In mathematics, a Prym differential of a Riemann surface is a differential form on the universal covering space that transforms according to some complex character of the fundamental group. Equivalently it is a section of a certain line bundle on the Riemann surface in the same component as the canonical bundle. Prym differentials were introduced by Friedrich Prym. The space of Prym differentials on a compact Riemann surface of genus g has dimension g – 1, unless the character of the fundamental group is trivial, in which case Prym differentials are the same as ordinary differentials and form a space of dimension g.erentials and form a space of dimension g.
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Friedrich Prym
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| http://dbpedia.org/property/first
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Friedrich
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Prym
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1869
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| rdfs:comment |
In mathematics, a Prym differential of a R … In mathematics, a Prym differential of a Riemann surface is a differential form on the universal covering space that transforms according to some complex character of the fundamental group. Equivalently it is a section of a certain line bundle on the Riemann surface in the same component as the canonical bundle. Prym differentials were introduced by Friedrich Prym.entials were introduced by Friedrich Prym.
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| rdfs:label |
Prym differential
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