- analysis, the
Darboux integral is
constructed using Darboux sums and is one
possible definition of the
integral of a function.
Darboux integrals are equivalent...
- In mathematics,
Darboux's theorem is a
theorem in real analysis,
named after Jean
Gaston Darboux. It
states that
every function that
results from the differentiation...
- him:
Darboux basis Darboux chart Darboux cubic Darboux derivative Darboux equation Darboux frame Darboux integral Darboux net
invariants Darboux or Goursat...
- A
Darboux basis may
refer to: A
Darboux basis of a
symplectic vector space In
differential geometry, a
Darboux frame on a
surface A
Darboux tangent in...
-
Darboux is a surname.
Notable people with the
surname include: Jean
Gaston Darboux (1842–1917),
French mathematician Lauriane Doumbouya (née
Darboux),...
- In the
differential geometry of surfaces, a
Darboux frame is a
natural moving frame constructed on a surface. It is the
analog of the Frenet–Serret frame...
- In
differential geometry, a
field in mathematics,
Darboux's theorem is a
theorem providing a
normal form for
special classes of
differential 1-forms,...
-
space curves, the
Darboux vector is the
angular velocity vector of the
Frenet frame of a
space curve. It is
named after Gaston Darboux who
discovered it...
- (b^{2}+c^{2})+(b^{2}-c^{2})^{2}-3a^{4})x(c^{2}y^{2}-b^{2}z^{2})=0} The
Darboux cubic is the
locus of a
point X such that X* is on the line LX,
where L...
- In mathematics, the Christoffel–
Darboux formula or Christoffel–
Darboux theorem is an
identity for a
sequence of
orthogonal polynomials,
introduced by Elwin...
