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单词 orbifold
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Examples oforbifold

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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 theorbifoldfundamental group.
From theCambridge English Corpus
It will be viewed as a topological space (respectively,orbifold) in the complex topology.
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In theorbifoldcorresponding 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)orbifoldnotation.
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This symmetry byorbifoldnotation is called (444444) with 6 order-4 mirror intersections.
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This symmetry byorbifoldnotation 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 byorbifold(or orbispace) charts.
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It is a topological space (called the "underlying space") with anorbifoldstructure (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, orientedorbifold.
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This symmetry byorbifoldnotation is called 22222 with 5 order-2 mirror intersections.
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This symmetry byorbifoldnotation is called 333333 with 6 order-3 mirror intersections.
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This symmetry byorbifoldnotation is called 44444444 with 8 order-4 mirror intersections.
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Theorbifoldwith this symbol is a torus; in general the symbol o denotes a handle on theorbifold.
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An orbispace is a topological generalization of theorbifoldconcept.
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Theorbifoldfundamental group is the group formed by homotopy classes oforbifoldloops.
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This symmetry byorbifoldnotation is called 222222 with 6 order-2 mirror intersections.
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Reversing the process, we can assign numbers to the features of theorbifold, but fractions, rather than whole numbers.
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In physical terms, this describes a bosonic string propagating on a quotientorbifold.
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These examples are from corpora and from sources on the web. Any opinions in the examples do not represent the opinion of the Cambridge Dictionary editors or of Cambridge University Press or its licensors.

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更新时间:2024/12/28 6:01:27