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3-manifold
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Mathematics
Fields of mathematics
Topology
Geometric topology
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A
3-manifold
is
a
topological space
that locally resembles Euclidean
3
-dimensional
space
. More formally,
a
space
\(
M
\) is called
a
3-manifold
if every point in \(
M
\)
has a
neighborhood that is homeomorphic (topologically equivalent) to an open
subset
of \( \mathbb{
R
}^
3 \)
.
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Geometric topology
Topology
Fields of mathematics
Mathematics
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