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first fundamental form
noun
(differential
geometry)
the
Riemannian
metric
for
2-dimensional
manifolds,
i.e.
given
a
surface
with
regular
parametrization
x(u,v),
the
first
fundamental
form
is
a
set
of
three
functions,
{E,
F,
G},
dependent
on
u
and
v,
which
give
information
about
local
intrinsic
curvature
of
the
surface.
These
functions
are
given
by
binary function
noun
mutual fund
noun
quant fund
noun
full-scale
adj
full-timer
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