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StochasticSIFT:Interest point detection based on Interest point detection based on stochastically-derived stability
Ukrit Watchareeruetai(1,2), 木村 昭悟(1),Cheng Bao(1,3), 川西 隆仁(1), 柏野 邦夫(1)g , ,
(1) 日本電信電話(株) コミュニケーション科学基礎研究所(2) I t ti l C ll(2) International College,
King Mongkut’s Institute of Technology Ladkrabang(3) Dept. Eng. Physics, University of British Columbia
Abstract 映像を対象とした新しい特徴点抽出法の提案
確率的枠組によるSIFTの 般化 StochasticSIFT: 確率的枠組によるSIFTの一般化
目的イズや急激な明度変化に対する頑健性を向上させる ノイズや急激な明度変化に対する頑健性を向上させる
特長特徴点抽出 ため タ出力を確率変数と捉 る
(DoGフィルタ)(Gaussian) 特徴点抽出のためのフィルタ出力を確率変数と捉える
特徴点の「安定性」を考慮、信頼性の低い候補を排除
安定性不安定 安定顕著性非顕著 顕著
StochasticSIFT: Interest point detector based on stochastically-derived stability 2
Interest point detectors Recently, local interest features have been
successfully used in many computer vision successfully used in many computer vision systems Image indexingg g Stereo matching Object recognition
Advantages Robust against partial
l iocclusion Do not require segmentation
processprocess [Schmid 2000]
StochasticSIFT: Interest point detector based on stochastically-derived stability 3
SIFT [Lowe 2004]
One of the most appeal interest point (IP) detector and is widely used.
High distinctive and efficient to compute Robust against scale and rotation changes Robust against scale and rotation changes Partially tolerant to illumination and affine
geometry changesgeometry changes Might not be robust against
sudden illumination changes or noisessudden illumination changes or noises
StochasticSIFT: Interest point detector based on stochastically-derived stability 4
Scope of work
Goal: object recognition in video sequence
Idea: Idea: stochastic model, temporal smoothness
and other information (e.g. movement) and other information (e.g. movement) may be used to improve SIFT detector
Scope: Scope: focus on IP localization
StochasticSIFT: Interest point detector based on stochastically-derived stability 5
Overview
Interest point
),( yxDoG Di i i ti
Interest point mapU(t-1) U(t) U(t+1)
),( yxDoG Discrimination map (optional)F(t-1) F(t) F(t+1) ),,( tS x ),,( tS x
( DoG value )
Stochastic feature map (SFM)S(t-1) S(t) S(t+1)
Deterministic feature map(DoG)
(t-1) (t)(t+1)
S SSEstimate DoG value based on
Kalman filtering
I(t-1)Input video
I(t) I(t+1)
StochasticSIFT: Interest point detector based on stochastically-derived stability 6
Stochastic feature map (SFM)
Kalman filtering State noise State propagation step co-variance
Ob ti
State estimation stepSFM
Observation(DoG)
VARt
ttststtt s
s
2212
1))|,,(ˆ),,(()1,,()1(
),,(
xxx
x
Observe noiseco-variance (Adaptive computation of variances)
StochasticSIFT: Interest point detector based on stochastically-derived stability 7
Considering optical flowOptical flow is needed because objectsusually are not at the same locationusually are not at the same location Modified state propagation step
Modified state estimation step (Motion-considered position) Modified state estimation step (Motion considered position)
(Gaussian pyramids are used for multi-scale calculation)
StochasticSIFT: Interest point detector based on stochastically-derived stability 8
Kalman filter reset
For some areas,optical flow is
Kalman filter estimate SFM based on data from different areaoptical flow is
not reliable (e.g., very large flow)
from different area
Reset Kalman filter Reset criterion 1. or
Reset Kalman filter
2. is at the outside of image
(e.g., 30 for 320 x 240)
StochasticSIFT: Interest point detector based on stochastically-derived stability 9
IP selection strategy Based on the IP stability, defined as
Sum of Fisher discriminantsagainst neighboring pixels and scalesagainst neighboring pixels and scales
Intuitive description of the IP stability
[Horizontal] DoG values[Vertical] Prob. taking the value
StochasticSIFT: Interest point detector based on stochastically-derived stability 10
Experimental set-up Matching test image with video frame
Datasets
Test image
Video sequence Datasets
5 video sequences (101 frames, 320×240) Rotation, affine, scale, illumination changes, , , g Create ground truths (homography) from markers
d Y i B d P f bC l d
StochasticSIFT: Interest point detector based on stochastically-derived stability 11NTT card Yurica Bus card Perfume boxCalendar
Evaluation measures
Repeatability ratePosition matching (regardless of descriptor)
Matching rate [Schmid 2000]
M t hi b th iti d d i tMatching both position and descriptor
StochasticSIFT: Interest point detector based on stochastically-derived stability 12
Evaluation: Repeatability rate• Our method provides better scores for all the datasets than SIFT.• More noises added, worse scores, but larger differences of scores
Blue: SIFTPi k P d
YurikaPink: Proposed
NTT cardNTT card
Bus card CalendarPerfume box
StochasticSIFT: Interest point detector based on stochastically-derived stability 13
Matching rate• Our method provides better scores than SIFT except “Bus card”
YurikaBlue: SIFTPink: Proposed
NTT cardca d
Bus card Calendar Perfume box
StochasticSIFT: Interest point detector based on stochastically-derived stability 14
Error case Why only the “Bus card” dataset provides
worse results? Due to a plastic case?worse results? Due to a plastic case?
StochasticSIFT: Interest point detector based on stochastically-derived stability 15
Conclusion Proposed a novel framework applying
to h ti model fo IP dete tiona stochastic model for IP detection StochasticSIFT:
a generalized variant of SIFT IP detectora generalized variant of SIFT IP detector Consider IP stability derived from a
stochastic framework to remove IP stochastic framework to remove IP candidates polluted by noises/distortions.
Results suggest that Results suggest that The proposed method has advantages
for noise robustness.for noise robustness.
StochasticSIFT: Interest point detector based on stochastically-derived stability 16
Thank you for your coming!!
Corresponding author
Akisato Kimura, Ph.D @ NTT CS Labs.E-mail: [email protected] Twitter ID: @_akisato
StochasticSIFT: Interest point detector based on stochastically-derived stability 17