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group buying
noun
triangle group
noun
Chow group
noun
(mathematics)
The
Chow
groups
of
an
algebraic
variety
over
any
field
are
algebro-geometric
analogs
of
the
homology
of
a
topological
space.
The
elements
of
the
Chow
group
are
formed
out
of
subvarieties
(so-called
algebraic
cycles)
in
a
similar
way
to
how
simplicial
or
cellular
homology
groups
are
formed
out
of
subcomplexes.
circle group
noun
Brauer group
noun
lamplighter group
automorphism group
noun
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
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