Last Updated：2025/12/30
Sentence
The
rest
of
this
book
is
devoted
to
determining
the
conjugacy
classes
and
centralizers
of
nilpotent
elements
in
L(G)
and
unipotent
elements
in
G,
where
G
is
an
exceptional
algebraic
group
of
type
E₈,E₇,
E₆,
F₄
or
G₂
over
an
algebraically
closed
field
K
of
characteristic
p.
This
chapter
contains
statements
of
the
main
results
for
nilpotent
elements.
Quizzes for review
The rest of this book is devoted to determining the conjugacy classes and centralizers of nilpotent elements in L(G) and unipotent elements in G, where G is an exceptional algebraic group of type E₈,E₇, E₆, F₄ or G₂ over an algebraically closed field K of characteristic p. This chapter contains statements of the main results for nilpotent elements.
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