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circle group
noun
lamplighter group
solvable group
noun
(algebra,
Galois
theory)
A
group
which
has
a
chain
of
subgroups
going
from
itself
all
the
way
down
to
the
trivial
subgroup,
such
that
any
subgroup
in
the
chain
is
a
normal
subgroup
of
the
one
immediately
above
it
in
the
chain,
and
such
that
the
quotient
of
any
subgroup
by
the
normal
subgroup
immediately
under
it
is
a
cyclic
group.
frieze group
Heisenberg group
name
Witt group
noun
(algebra)
Given
a
field
k
of
characteristic
≠
2,
the
abelian
group
of
equivalence
classes
of
nondegenerate
symmetric
bilinear
forms
over
k
(where
the
equivalence
relation
is
such
that
two
forms
are
equivalent
if
each
is
obtainable
from
the
other
by
adding
a
metabolic
quadratic
space),
with
the
group
operation
corresponding
to
that
of
orthogonal
direct
sum
of
forms;
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