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Do regular points of an orbifold form a connected set?

Part of the reason that people consider orbifolds whose singular points have codimension $\ge 2$ is because they are restricting their attention to oriented orbifolds. … If you do not restrict to oriented orbifolds, there is only one way that a codimension 1 stratum can arise: the isotropy group is the order 2 cyclic group $\mathbb{Z}/2\mathbb Z$, acting by reflection …
Lee Mosher's user avatar
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3 votes

Topological invariants of toroidal orbifolds

Since $T^2$ has Euler characteristic zero, its quotient orbifolds by finite group actions must also have orbifold Euler characteristic zero. Neil Hoffman's answer enumerates them all. …
Lee Mosher's user avatar
  • 15.4k
9 votes

Orbifold fundamental group in terms of loops?

To understand the difficulties inherent in forming a "path-based" definition of the orbifold fundamental group, it is good to ponder Serre's definition of a fundamental group of a graph of groups, giv …
Lee Mosher's user avatar
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0 votes

A terminological question concerning orbifolds.

The question you are asking is a social question, and it cannot have any answer better than a social answer. Is there a terminology that the orbifold community has settled on and uses universally? N …