Last Updated：2025/12/30
Sentence
[…]
we
conclude
§2.1
by
showing
how,
given
a
triangulation
𝛥
(i.e.,
simplicial
decomposition)
of
a
closed
oriented
3-manifilld
M,
and
a
total
order
'<'
on
the
set
of
vertices
of
𝛥,
as
well
as
a
choice
of
a
system
ℬ
of
orthonormal
bases
for
various
Hilbert
spaces
that
get
specified
in
the
process,
we
may
obtain
a
complex
number
⟨(M,𝛥,<,ℬ)⟩.
Quizzes for review
[…] we conclude §2.1 by showing how, given a triangulation 𝛥 (i.e., simplicial decomposition) of a closed oriented 3-manifilld M, and a total order '<' on the set of vertices of 𝛥, as well as a choice of a system ℬ of orthonormal bases for various Hilbert spaces that get specified in the process, we may obtain a complex number ⟨(M,𝛥,<,ℬ)⟩.
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