-
posterior are then
called conjugate distributions with
respect to that
likelihood function and the
prior is
called a
conjugate prior for the likelihood...
- In
differential geometry,
conjugate points or
focal points are, roughly,
points that can
almost be
joined by a 1-parameter
family of geodesics. For example...
- In
projective geometry, the
harmonic conjugate point of a
point on the real
projective line with
respect to two
other points is
defined by the following...
-
specific point in
object space must be
conjugate to an
image ray
intersecting the
conjugate point in
image space. A
consequence is that
every point on an...
- R 2 {\displaystyle \Omega \subset \mathbb {R} ^{2}} is said to have a
conjugate (function) v ( x , y ) {\displaystyle v(x,y)} if and only if they are...
- to be
conjugate if each
chord parallel to one
diameter is
bisected by the
other diameter. For example, two
diameters of a
circle are
conjugate if and...
- Look up
conjugation in Wiktionary, the free dictionary.
Conjugation or
conjugate may
refer to:
Grammatical conjugation, the
modification of a verb from...
- In geometry, the
isogonal conjugate of a
point P with
respect to a
triangle △ABC is
constructed by
reflecting the
lines PA, PB, PC
about the
angle bisectors...
- In mathematics, the
conjugate gradient method is an
algorithm for the
numerical solution of
particular systems of
linear equations,
namely those whose...
- at
another point,
called a
conjugate point. From the
focusing theorem, we know that all
geodesics from p {\displaystyle p} have
conjugate points at finite...
