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词汇 orbifold
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Examples of orbifold


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An orbispace is a topological generalization of the orbifold concept.
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The orbifold fundamental group is the group formed by homotopy classes of orbifold loops.
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This symmetry by orbifold notation is called 222222 with 6 order-2 mirror intersections.
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Reversing the process, we can assign numbers to the features of the orbifold, but fractions, rather than whole numbers.
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In physical terms, this describes a bosonic string propagating on a quotient orbifold.
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Our purpose here is thus to give an issue where the classification of real varieties can be given in terms of the orbifold fundamental group.
It will be viewed as a topological space (respectively, orbifold) in the complex topology.
In the orbifold corresponding to the subgroup, a gyration corresponds to a rotation point that does not lie on a mirror, called a gyration point.
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With edge-colorings there is a half symmetry form (44) orbifold notation.
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This symmetry by orbifold notation is called (444444) with 6 order-4 mirror intersections.
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This symmetry by orbifold notation is called (3333) with 4 order-3 mirror intersections.
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In this way a complex of groups can be canonically associated to the nerve of an open covering by orbifold (or orbispace) charts.
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It is a topological space (called the "underlying space") with an orbifold structure (see below).
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But the proof does not say what type of singularity occurs, spacelike, timelike, orbifold, jump discontinuity in the metric.
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The compactified space is again a smooth, oriented orbifold.
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This symmetry by orbifold notation is called 22222 with 5 order-2 mirror intersections.
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This symmetry by orbifold notation is called 333333 with 6 order-3 mirror intersections.
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This symmetry by orbifold notation is called 44444444 with 8 order-4 mirror intersections.
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The orbifold with this symbol is a torus; in general the symbol o denotes a handle on the orbifold.
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