Difference between revisions of "Publications/crozet.14.icip.inc"

From LRDE

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=== Fig.8 ===
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=== Fig. 8 ===
   
 
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== Images ==
 
== Images ==
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Images used for the benchmarks: [https://www.dropbox.com/s/ff3gfhiivalcjyz/images.tar.bz2]
 
Images used for the benchmarks: [https://www.dropbox.com/s/ff3gfhiivalcjyz/images.tar.bz2]
   
   
== Code ==
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== Source Code ==
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* Code of the serial version: [https://www.dropbox.com/s/w7rje3w4wq6pi4d/serial.tar.bz2]
 
* Code of the serial version: [https://www.dropbox.com/s/w7rje3w4wq6pi4d/serial.tar.bz2]
 
* Code of the parallel version: [https://www.dropbox.com/s/ytslb3d73jm5owa/parallel.tar.bz2]
 
* Code of the parallel version: [https://www.dropbox.com/s/ytslb3d73jm5owa/parallel.tar.bz2]

Revision as of 12:52, 18 February 2014

Figures

Fig. 1

x x‎
(a) Denoising (self-dual grain removal).
x x
(b) Shape Filtering (keep round objects).
x
x
(c) Object Detection (energy-based method).
x
x
(d) Hierarchical Segmentation (saliency-based).
x
x
(d') Hierarchical Segmentation: fine (left), coarse (right).

Fig. 1: Sample uses of the tree of shapes.


Fig. 2

Crozet14icip simpleimage.png Crozet14icip simpletos.png
(a) Image (b) Tree of shapes

Fig. 2: An image (a) and its tree of shapes (b). The propagation of the level line λ ended, meaning that the nodes O and A have already been visited. The hierarchical queue contains the interior contour of B and C. Thus it can be partitioned in two sets S⁺λ</math> = ∂B and S⁻λ = ∂C. The propagation can proceed on both parts in parallel.


Fig. 4

Crozet14icip Immerse f.png ~ Crozet14icip Immerse f subdivided.png ~ ~ Crozet14icip Immerse f immersed.png ~
(a) Input (b) Subdivided (c) Immersed

Fig. 4: (a) is the input image. (b) is the result of the subdivision. (c) is the result of the immersion into the Khalimsky grid. 0-faces are represented by dots, 1-faces by segments and 2-faces by squares.


Fig. 8

Crozet14icip Simpleimage levels.png Crozet14icip Simpleimage revalued.png
(a) Original image (b) Re-valued image

Fig. 8: The original image (a) and the associated F^{ord} (b); the max-tree of (b) coincides with the tree of shapes of (a).


Fig. 10

Crozet14icip Benchwo.png

Fig. 10: Computation times (in seconds) on a classical image test set of the following algorithms: FLLT [3], FLST [23], Géraud et al. [2], and this paper proposal.


Images

Images used for the benchmarks: [1]


Source Code

  • Code of the serial version: [2]
  • Code of the parallel version: [3]
  • Code of the milena image processing library: [4]