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Hodge theory
noun
(mathematics)
One
aspect
of
the
study
of
differential
forms
of
a
smooth
manifold
M.
More
specifically,
it
works
out
the
consequences
for
the
cohomology
groups
of
M,
with
real
coefficients,
of
the
partial
differential
equation
theory
of
generalised
Laplacian
operators
associated
to
a
Riemannian
metric
on
M.
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