cvpr cvpr2013 cvpr2013-112 knowledge-graph by maker-knowledge-mining

112 cvpr-2013-Dense Segmentation-Aware Descriptors


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Author: Eduard Trulls, Iasonas Kokkinos, Alberto Sanfeliu, Francesc Moreno-Noguer

Abstract: In this work we exploit segmentation to construct appearance descriptors that can robustly deal with occlusion and background changes. For this, we downplay measurements coming from areas that are unlikely to belong to the same region as the descriptor’s center, as suggested by soft segmentation masks. Our treatment is applicable to any image point, i.e. dense, and its computational overhead is in the order of a few seconds. We integrate this idea with Dense SIFT, and also with Dense Scale and Rotation Invariant Descriptors (SID), delivering descriptors that are densely computable, invariant to scaling and rotation, and robust to background changes. We apply our approach to standard benchmarks on large displacement motion estimation using SIFT-flow and widebaseline stereo, systematically demonstrating that the introduction of segmentation yields clear improvements.

Reference: text


Summary: the most important sentenses genereted by tfidf model

sentIndex sentText sentNum sentScore

1 fr Alberto Sanfeliu, Francesc Moreno-Noguer Institut de Rob o`tica i Inform` atica Industrial Barcelona, Spain Abstract In this work we exploit segmentation to construct appearance descriptors that can robustly deal with occlusion and background changes. [sent-5, score-0.375]

2 For this, we downplay measurements coming from areas that are unlikely to belong to the same region as the descriptor’s center, as suggested by soft segmentation masks. [sent-6, score-0.298]

3 We integrate this idea with Dense SIFT, and also with Dense Scale and Rotation Invariant Descriptors (SID), delivering descriptors that are densely computable, invariant to scaling and rotation, and robust to background changes. [sent-10, score-0.288]

4 We apply our approach to standard benchmarks on large displacement motion estimation using SIFT-flow and widebaseline stereo, systematically demonstrating that the introduction of segmentation yields clear improvements. [sent-11, score-0.14]

5 A different thread of works, such as Daisy [32], dense SIFT [34] or the dense Scale-Invariant Descriptors [13] have demonstrated that it is possible to efficiently compute descriptors densely, i. [sent-14, score-0.4]

6 We exploit segmentation to construct appearance descriptors that are robust to background motion and/or occlusions. [sent-23, score-0.291]

7 (2) RGB encoding of the first three soft segmentation masks of [16]. [sent-25, score-0.357]

8 (3) Segmentation-based affinity between x and the whole image (as per Eq. [sent-26, score-0.078]

9 (5) RGB encoding of first three principal components of dense SIFT. [sent-29, score-0.13]

10 (6) Same as (5), but using the affinity mask in (4). [sent-30, score-0.104]

11 We obtain similar results by applying this technique to the SID descriptors of [14]. [sent-32, score-0.14]

12 Some recent advances to address this problem include the treatment of scale- and/or rotation-invariance in [14, 13, 11, 27] as well as invariance to non-rigid deformations in [17, 22]. [sent-34, score-0.112]

13 Our main contribution in this work is a new approach to suppress background information during descriptor construction. [sent-39, score-0.165]

14 For this we use soft segmentation masks to compute the affinity of a point with its neighbors, and shun the information coming from regions which are likely to belong to other objects. [sent-40, score-0.499]

15 We extract soft segmentation masks before descriptor construction, using either Normalized Cut eigenvectors [28, 20], or the Global Boundary masks of [16], with the latter coming with a minimal computational overhead. [sent-41, score-0.707]

16 We combine this scheme with dense SIFT, and the dense Scaleand Rotation-Invariant Descriptor (SID) extraction of [13], thereby constructing a descriptor that is dense, invariant to rotations, scaling, and occlusions. [sent-42, score-0.432]

17 We demonstrate increased performance with respect to state-of-the art appearance descriptors: dense SIFT, dense SID, and the dense Scale-Invariant descriptors of [11]. [sent-44, score-0.53]

18 A complementary research direction that started from Daisy [32] and dense SIFT [34] is to extract dense image descriptors. [sent-55, score-0.26]

19 This is motived both by experimental evidence that dense sampling of descriptors yields better performance in Bag-of-Words classification systems [23], but also from applications such as dense stereo matching which require dense features. [sent-56, score-0.624]

20 Regarding scale, the standard approach to accommodate scale changes is scale selection [19], which however is only applicable to singular points where scale can be reliably estimated. [sent-59, score-0.084]

21 An alternative that allows to compute scaleinvariant descriptors densely is the Scale- and rotationInvariant Descriptor (SID) of [14], which exploits a combination of logarithmic sampling and multi-scale signal processing to obtain scale- and rotation-invariance. [sent-60, score-0.214]

22 To achieve this the image is sampled over a log-polar grid, which turns image rotation and scaling into descriptor translations. [sent-61, score-0.179]

23 The principles of Daisy were recently used in [13] to efficiently compute dense SIDs. [sent-63, score-0.13]

24 A more recent work on scale-invariant descriptors is the Scale-Less SIFT (SLS) of Hassner et al [11]. [sent-64, score-0.14]

25 Their approach is to compute a set of SIFT descriptors at different scales, and then project these into an invariant lowdimensional subspace that ellicits the scale-invariant as- pects of these descriptors. [sent-65, score-0.186]

26 This descriptor comes at an increased computational price, and is not rotation-invariant by design, but gives clearly better results than dense SIFT in the presence of scaling transformations. [sent-66, score-0.282]

27 We include also this state-of-the-art descriptor in our multi-layered motion benchmarks. [sent-67, score-0.162]

28 In [24], an implicit color segmentation of objects into foreground and background was used to augment histograms of gradients for people detection. [sent-69, score-0.115]

29 The Daisy paper of [32] demonstrated clear performance improvements in multi-view stereo from treating occlusion as a latent variable and enforcing spatial consistency with Graph Cuts [5]. [sent-70, score-0.187]

30 To deal with occlusions, a predefined set of binary masks was applied over the Daisy grid coordinates, effectively disabling half the grid at different orientations— the descriptor being a ‘half moon’ instead of the full circle. [sent-71, score-0.369]

31 These masks are applied iteratively, interleaved with successive rounds of stereo matching, yielding increasingly refined depth estimates. [sent-72, score-0.325]

32 Soft segmentations Our goal is to construct appearance descriptors that are not only local, but also contained within a single surface/object (‘region’ from now on). [sent-79, score-0.173]

33 We therefore turn to algorithms that do not strongly commit to a single segmentation, but rather determine the affinity of a pixel to its neighbors in a soft manner. [sent-86, score-0.198]

34 This soft affinity information is then incorporated into descriptor construction. [sent-87, score-0.324]

35 We explore two different approaches to extracting such soft segmentations. [sent-88, score-0.12]

36 First, we use the approach of Maire et al [20]; in brief, [20] combines multiple cues to estimate a probability of boundary cue Pbσ (x, y, θ), which is then used to estimate a boundary-based affinity using the ‘intervening contour’ technique of [28]. [sent-89, score-0.078]

37 The affinity of two pixels is computed as the euclidean distance of their respective embeddings. [sent-92, score-0.078]

38 We also use the soft segmentation masks of Leordeanu et al [16]—there the authors use local color models constructed around each pixel to construct a large set of figure/ground segmentations. [sent-93, score-0.357]

39 For simplicity, we refer to the eigenvector embeddings of [20] as ‘Eigen’, and to the soft segmentation masks of [16] as ‘SoftMask’ . [sent-96, score-0.681]

40 2 shows the first three coordinates of the ‘Eigen’/‘SoftMask’ embeddings as an RGB image. [sent-98, score-0.324]

41 Note that the embeddings from Gb have higher granularity, Image Pb embeddings Gb embeddings Figure2. [sent-99, score-0.972]

42 Softsegmentaioncues:WeshowasRGBmapsthefirst three coordinates of the ‘Eigen’ embeddings (middle column) and the ‘SoftMask’ embeddings (right column). [sent-100, score-0.648]

43 Descriptor construction We now describe how the pixel embeddings described above can be used to render local descriptors robust to background changes and/or occlusions. [sent-104, score-0.534]

44 Our technique is equally well applicable to dense SIFT [34], Daisy [32] and dense SID descriptors [13]; we focus on SID, as it allows us to also × achieve scale- and rotation- invariance, but later on will report results for dense SIFT as well. [sent-105, score-0.53]

45 We start with a brief introduction of the SID descriptor: the log-polar sampling technique of [14, 13] allows us to densely compute scale- and rotation-invariant features through the Fourier Transform Modulus/FourierMelin transform technique. [sent-107, score-0.118]

46 The measurements on those points are obtained after smoothing the image by Gaussian filters whose scale σn increases for larger radii, and extract image derivatives at 4 orientations and two polarities, using steering to have measurements aligned with the angle directions. [sent-109, score-0.141]

47 We will refer to the scale- and rotation-invariant descriptor as SID and to the scale-invariant but rotationsensitive descriptor as SID-Rot. [sent-114, score-0.252]

48 Having provided the outline of SID, we now proceed to describe how we combine soft segmentation masks with it. [sent-115, score-0.357]

49 Using the embeddings described in the previous subsection, we have an embedding of every pixel into a space where euclidean distances indicate how likely it is that two pixels will belong to the same region. [sent-116, score-0.354]

50 When constructing a descriptor around a point x we construct the affinity w[i] between x and every other point on its grid, G[i] (x) , i = 1. [sent-117, score-0.204]

51 We then multiply these weights w[i] ∈ [0, 1] with the measurements extracted around each grid point: D? [sent-129, score-0.079]

52 Multiplying by these weights effectively shuns measurements which come from the background (occluders, background planes, other objects). [sent-134, score-0.116]

53 As such, the descriptor extracted around a point is affected only by points belonging to the same region with and remains robust to background changes. [sent-135, score-0.165]

54 As our results indicate, this particularily simple modification yields noticeable improvements in performance. [sent-136, score-0.092]

55 We explore the use of both of the embeddings described in 3. [sent-139, score-0.324]

56 1, and several dense descriptors (SID, Segmentation-aware SID, dense SIFT, Segmentation-aware dense SIFT, SLS). [sent-140, score-0.53]

57 For SID construction we use the implementation of [13], which adopts Daisy to compute dense features. [sent-142, score-0.161]

58 We exploit the symmetry of the FTM to discard two quadrants, as well as the DC component, which is affected by additive lighting changes, and we normalize the resulting descriptor to have unit L2 norm. [sent-146, score-0.126]

59 The size of the descriptor is 3328 for SID and 3360 for SID-Rot. [sent-147, score-0.126]

60 This dataset contains 10 sequences of outdoor traffic taken with a handheld camera, three sequences of people in movement, and 13 sequences from the TV series Miss Marple. [sent-152, score-0.119]

61 The dataset provides ground truth segmentation masks for a subset of frames in every sequence, roughly in one out of ten frames. [sent-154, score-0.237]

62 We evaluate SSID with ‘Eigen ’ and ‘SoftMask’ embeddings against: Dense SIFT (DSIFT) [34], SLS and SID. [sent-155, score-0.324]

63 We use SLS both in its original form and a PCA variant made publicly available by the authors: we refer to them as SLSpaper and SLS-PCA—a SLS is size 8256, whereas its PCA variant is size 528. [sent-156, score-0.118]

64 For all the SID-based descriptors we also consider the rotation-sensitive version SID-Rot. [sent-157, score-0.14]

65 We use the 10 traffic sequences, pairing the first frame with all successive frames for which we have ground truth segmentation masks, which yields 31 frame pairs. [sent-159, score-0.248]

66 To evaluate each descriptor we use the flow estimates to warp the segmentation mask for the second frame over the first, and compute its overlap with the ground truth using the Dice coefficient [9]. [sent-162, score-0.405]

67 We observe that the rotation-sensitive variants do better, which is to be expected since the foreground elements do not contain many rotations, and discarding rotations im222888999311 Overlap (accumulated), SID/SSID descriptors Frame difference Figure 3. [sent-169, score-0.199]

68 The results are accumulated, so the first bin includes all frame pairs, and the second bin includes frame pairs with a displacement of 20 or more frames. [sent-171, score-0.208]

69 Each bin shows the average overlap between all the frame pairs under consideration. [sent-172, score-0.151]

70 4 shows the best results obtained from our approach against the other dense descriptors. [sent-177, score-0.13]

71 The best overall results are obtained by SSID-Rot with ‘SoftMask’ embeddings, followed by the same descriptor with ‘Eigen’ embeddings—note that × the ‘SoftMask’ variant does better despite its drastically reduced computational cost. [sent-178, score-0.171]

72 Segmentation-aware SIFT The application of soft segmentation masks over SID is of particular interest because it alleviates its main shortcoming—the requirement of a large patch. [sent-184, score-0.357]

73 We extend the formulation to SIFT’s 4 4 grid, using the ‘SoftMask’ embeddings wonh itcoh S give us consistently nbget ttehre r ‘eSsuolfttsM wasikth’ SSID, and repeat the experiments over the Moseg dataset. [sent-186, score-0.324]

74 The gains are systematic, but as expected the optimal λ is strongly correlated to the descriptor size. [sent-189, score-0.126]

75 Overlap (accumulated), all descriptors Frame difference × Figure 4. [sent-193, score-0.166]

76 Overlap results over the Moseg dataset for all the dense descriptors considered. [sent-194, score-0.27]

77 We compute depth maps using this stereo algorithm and evaluate the error on every visible pixel using the ground truth visibility maps from [3 1]—note that this does not account for occlusion. [sent-207, score-0.14]

78 Note that for descriptors other than SID we align the descriptors with the epipolar lines, to enforce rotation invariance [32]. [sent-209, score-0.353]

79 Our segmentationaware descriptors outperform the others except for SLS— but again we do not need to rotate the patch. [sent-213, score-0.216]

80 Most of Daisy’s performance gains on wide-baseline stereo stem from its handling of occlusions, which are not taken into account in the previous experiment. [sent-214, score-0.094]

81 The Daisy stereo algorithm introduces an additional depth layer with 222888999422 First imageSecond imageDSIFTSLS-PCASID-RotSSID-Rot, ‘SoftMask’ Figure5. [sent-215, score-0.14]

82 The ground truth segmentation masks of image 1 are overlaid in red (a good registration should bring the object in alignment with the segmentation mask). [sent-218, score-0.313]

83 a fixed cost, to account for occlusions, and exploits binary masks in an iterative process to refine the depth estimate (see 2). [sent-223, score-0.207]

84 Note that the occlusion cost is a nuisance parameter: it can vary from one image set to another, or across different baselines of the same set, and it has a drastic effect on the number of pixels marked as occluded. [sent-224, score-0.098]

85 Increase in average overlap using our approach on DSIFT, from white (no difference in overlap) to red (largest increase in overlap, which is 0. [sent-226, score-0.119]

86 We run the Daisy stereo algorithm for 5 iterations, and plot the results on Fig. [sent-231, score-0.094]

87 For this figure in particular we do not consider an occlusion layer, and do not use masks for Daisy. [sent-235, score-0.212]

88 formance of SSID with ‘Eigen’ embeddings is comparable of superior to that of Daisy on most baselines—we achieve this on a single step, and without relying on the calibration data to rotate the patch. [sent-239, score-0.374]

89 (2) on the motion experiments and do not retune it for the stereo experiments. [sent-241, score-0.13]

90 Figure 10 displays the depth estimates at two different baselines (image pairs 5-3 and 7-3)—the reference frame (3) is that on the last row of Fig. [sent-242, score-0.154]

91 Computational requirements The cost of computing DSIFT descriptors [34] for an image of size 320 240 is under 1 second (MATLAB/C++ acogdee o). [sent-246, score-0.14]

92 Note that for all the experiments in this paper we compute the ‘Eigen’/‘SoftMask’ embeddings at the original resolution (e. [sent-250, score-0.324]

93 k 6’ embeddings (oMreA dTowLAnsBc)a require ∼7 seconds, and the ‘Eigen’ embeddings (MATLAB/C hybrid) ∼280 seconds. [sent-254, score-0.648]

94 Conclusions and future work This paper presents a novel strategy to dealing with background motion and occlusions by incorporating soft segmentations into the construction of appearance descriptors. [sent-257, score-0.3]

95 We have applied this idea to different dense descriptors, and with different methods of computing the soft segmentations, demonstrating clear improvements in all cases. [sent-258, score-0.292]

96 1, but the effect of inter-class variability on our soft segmentations remains in question. [sent-266, score-0.153]

97 Third and fourth columns: first and fifth iteration of the Daisy stereo algorithm. [sent-300, score-0.12]

98 On benchmarking camera calibration and multi-view stereo for high resolution imagery. [sent-470, score-0.118]

99 Daisy: An efficient dense descriptor applied to wide-baseline stereo. [sent-476, score-0.256]

100 A benchmark for the comparison of 3-d motion segmentation algorithms. [sent-482, score-0.112]


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