Last Updated：2025/12/31
Sentence
There
are
three
parts
and
each
contains
some
new
ingredients:
first,
we
generalized
Matsushima's
reductivity
result
to
conic
setting
by
Hormander's
L^2
estimate;
second,
we
constructed
a
new
continuity
path
for
Kaehler
cone
metrics;
third,
Bando-Mabuchi's
bifurcation
technique
was
explored
to
this
path
at
Kaehler-Einstein
cone
metrics..
Quizzes for review
There are three parts and each contains some new ingredients: first, we generalized Matsushima's reductivity result to conic setting by Hormander's L2 estimate; second, we constructed a new continuity path for Kaehler cone metrics; third, Bando-Mabuchi's bifurcation technique was explored to this path at Kaehler-Einstein cone metrics..
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