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Cliffsend
Clifford algebra
noun
(algebra,
mathematical
physics)
A
unital
associative
algebra
which
generalizes
the
algebra
of
quaternions
but
which
is
not
necessarily
a
division
algebra;
it
is
generated
by
a
set
of
𝛾ᵢ
(with
i
ranging
from,
say,
1
to
n)
such
that
the
square
of
each
𝛾ᵢ
is
fixed
to
be
either
+1
or
−1,
depending
on
each
i,
and
such
that
any
product
𝛾ᵢ𝛾ⱼ
anticommutes
when
its
factors
are
distinct
(i.e.,
when
i
ne
j).
cliffage
noun
