- In
projective geometry, a
homography is an
isomorphism of
projective spaces,
induced by an
isomorphism of the
vector spaces from
which the
projective spaces...
- any two
images of the same
planar surface in
space are
related by a
homography (****uming a
pinhole camera model). This has many
practical applications...
- A
homography may
refer to
homography, a type of
isomorphism of
projective spaces,
homography (computer vision), a
mapping relating perspective images of...
- skew-symmetric
matrices and
special orthogonal matrices. The
transform is a
homography used in real analysis,
complex analysis, and
quaternionic analysis. In...
-
erroneous measurements, or
simply incorrect data. For the
problem of
homography estimation,
RANSAC works by
trying to fit
several models using some of...
- A
homograph (from the Gr****: ὁμός, homós 'same' and γράφω, gráphō 'write') is a word that
shares the same
written form as
another word but has a different...
- eight-dimensional
space of dual quaternions. This 3-flat F
represents space, and the
homography constructed,
restricted to F, is a ****
displacement of space. Let a...
- of
homographies by
automorphic collineations. In particular, the
collineations of the real
projective plane PG(2, R) are
exactly the
homographies, as...
-
transformation is the
restriction to the
field of a
projective transformation or
homography of the
projective line. When a, b, c, d are
integer (or, more generally...
- of A. The
projective line P1(A) is
equipped with a
group of
homographies. The
homographies are
expressed through use of the
matrix ring over A and its...
