Definition of First fundamental form

1. Noun. (context: 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 ¹

¹ Source: wiktionary.com

Lexicographical Neighbors of First Fundamental Form

first derivative
first dibs
first down
first duodenal sphincter
first e-rights
first estate
first fiddle
first finger
first flight cover
first flight covers
first floor
first folio
first footing
first freedom fights
first fruits
first fundamental form (current term)
first gear
first gears
first grade
first grades
first half
first hand
first harmonic
first heart sound
first imperative
first imperatives
first in first out
first innings
first inversion
first inversions

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