-
Wavelets are
termed a "brief oscillation". A
taxonomy of
wavelets has been established,
based on the
number and
direction of its pulses.
Wavelets are...
- analysis, a
discrete wavelet transform (DWT) is any
wavelet transform for
which the
wavelets are
discretely sampled. As with
other wavelet transforms, a key...
- The
Daubechies wavelets,
based on the work of
Ingrid Daubechies, are a
family of
orthogonal wavelets defining a
discrete wavelet transform and characterized...
- An
Introduction to
Wavelets, San Diego, CA:
Academic Press, ISBNÂ 0-12-174584-8 Daubechies, Ingrid. (1992), Ten
Lectures on
Wavelets, SIAM, ISBNÂ 978-0-89871-274-2...
-
family of
continuous wavelets (
wavelets used in a
continuous wavelet transform)
known as
Hermitian wavelets. The
Ricker wavelet is
frequently emplo****...
- In
numerical analysis,
continuous wavelets are
functions used by the
continuous wavelet transform.
These functions are
defined as
analytical expressions...
-
transform Gabor wavelet A Real-Time
Gabor Primal Sketch for
Visual Attention "The
Gabor kernel satisfies the
admissibility condition for
wavelets, thus being...
-
study of
wavelets, and even the term "
wavelet", did not come
until much later. As a
special case of the
Daubechies wavelet, the Haar
wavelet is also known...
-
sequence of the D4-
wavelet, see below.
Ingrid Daubechies: Ten
Lectures on
Wavelets, SIAM 1992. Proc. 1st NJIT
Symposium on
Wavelets,
Subbands and Transforms...
- the
Shannon wavelet (or sinc
wavelets) is a
decomposition that is
defined by
signal analysis by
ideal bandp**** filters.
Shannon wavelet may be either...
