Abstract
We propose a novel approach for detection of salient image points
and estimation of their intrinsic scales based on the fractional
Brownian image model. Under this model images are realisations of a
Gaussian random process on the plane. We define salient points as
points that have a locally unique image structure. Such points are
usually sparsely distributed in images and carry important
information about the image content. Locality is defined in terms of
the measurement scale of the filters used to describe the image
structure. Here we use partial derivatives of the image function
defined using linear scale space theory. We propose to detect
salient points and their intrinsic scale by detecting points in
scale-space that locally minimise the likelihood under the model.
and estimation of their intrinsic scales based on the fractional
Brownian image model. Under this model images are realisations of a
Gaussian random process on the plane. We define salient points as
points that have a locally unique image structure. Such points are
usually sparsely distributed in images and carry important
information about the image content. Locality is defined in terms of
the measurement scale of the filters used to describe the image
structure. Here we use partial derivatives of the image function
defined using linear scale space theory. We propose to detect
salient points and their intrinsic scale by detecting points in
scale-space that locally minimise the likelihood under the model.
Original language | English |
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Title of host publication | Gaussian processes in practice |
Number of pages | 14 |
Publisher | Microtome Publishing |
Publication date | 2007 |
Pages | 59-72 |
Publication status | Published - 2007 |
Event | Gaussian Processes in Practice Workshop - Bletchley Park, United Kingdom Duration: 12 Jun 2006 → 13 Jun 2006 |
Conference
Conference | Gaussian Processes in Practice Workshop |
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Country/Territory | United Kingdom |
City | Bletchley Park |
Period | 12/06/2006 → 13/06/2006 |
Series | JMLR: Workshop and Conference Proceedings |
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Number | 1 |