Data clustering for image segmentationbloisi/didattica/machine... · Data clustering for image...
Transcript of Data clustering for image segmentationbloisi/didattica/machine... · Data clustering for image...
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30/05/2011Data clustering for image segmentation Page 2
Summary
• ARGOS Project overview
• Image Segmentation and Optical Flow (OF)
• K-means based OF data clustering
• Rek-means vs k-means
• Examples and experimental evaluation
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ARGOS project overview
The ARGOS system controls a waterway of about 6
km length, 80 to 150 meters width, through 14
observation posts (Survey Cells).
Automatic Remote Grand Canal Observation System
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Rai Tg1 video
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ARGOS objectives
• management and evaluation of
navigation rules
• traffic statistics and analysis
• security (threat recognition)
• preservation of historical heritage
(reduction of wave motion)
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Motivation
Human Surveillance
Until 2006 the Municipal Administration of Venice paid people for
boats counting:
Error prone
Una tantum
Automatic Surveillance
From November 2007 Venice has an automatic video surveillance
system
24 hours/day 7 days/week
recorded traffic violations
Certified error
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ARGOS functions
• optical detection and tracking of moving targets
• computing position, speed and heading of targets
• event detection (speed limits, access control, …)
• recording 24/7 video and track information (post-
analysis)
• rectifying camera frames and stitching them into a
composite view
• automatic PTZ tracking
• on line traffic information http://www.argos.venezia.it
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www.argos.venezia.it
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Examples
Detect boats docking in
the highlighted area
Speed limit control
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ARGOS features
• Dynamic background (water)
• Multi object tracking
(up to 10 boats in the same view)
• Multi camera for large areas
(56 cameras x 6 km length)
• Third party extensive evaluation
(2.2·107 frames analyzed)
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General architecture
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Survey cell
3 high resolution network cameras, a PTZ camera for zoom and tracking of the selected target, and 2 computers running the image processing and tracking software.
The survey cells are installed
on the top of several
buildings leaning over the
Grand Canal
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Survey cells
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Segmentation module
Rek-means
clustering algorithm
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Segmentation(detecting objects of interest)
Background
Formation
Current
Frame
I
Background
Model
BForeground
Computation
List of
Detected Objects
continuously
updatedF
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Background formation
Problems:
- gradual illumination changes and sudden ones (clouds)
- motion changes (camera oscillations)
- high frequency noise (waves in our case)
- changes in the background geometry (parked boats).
Approach:
- computation of color distribution of a set of frames
- highest component form the background
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Background modeling
Background Image
computed from S
(the image display
only the higher
gaussian values)
Set S of n images from a camera
Natural images
Artificial image
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Foreground computation(background subtraction technique)
current frame
background image
foreground image
THRESHOLD T
(based on illumination conditions)
blobs (Binay Large OBjectS)
>
T
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Tracking module
Single-hypothesis Tracking
We use a set of Kalman Filters (one for each tracked boat).
Data Association: Nearest Neighbor rule
Track formation: unassociated observations
Track deletion: high covariance in the filter
Multi-hypotheses Tracking
Track splitting: in ambiguous cases (data association has
multiple solutions)
Track merging: high correlation between tracks
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Multi hypothesis tracking
3 tracks (240, 247, 285)
only 1 actual observation (285)
240285247247
240
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Rectification
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Unified Views
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Panoramic view (3 fixed cameras)
PTZ Camera
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DENSITA’ DI TRAFFICO – TEMPO REALE
1
2
4
3
8
5
7
6
10
9
12
11
13
DENSITA' MEDIE E MASSIME DEL TRAFFICO
02/11/2006 ore 11,30
Numero Totale Imbarcazioni in Canal Grande: 121
Tratto Da A Densità mediaDensità
max
1 Ponte Libertà Scomensera 5 8
2 Scomensera Ponte Calatrava 6 12
3 Ponte Calatrava Ferrovia 8 10
4 Ferrovia Cannaregio 10 18
5 Cannaregio Santa Fosca 6 18
6 Santa Fosca Ca D'oro 4 4
7 Ca D'oro Rialto 12 16
8 Rialto San Silvestro 5 8
9 S.Silvestro San Tomà 14 26
10 San Tomà Ca' Rezzonico 21 25
11 Ca' Rezzonico Accademia 8 9
12 Accademia Salute 14 18
13 Salute Bacino S.Marco 8 8
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Example
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Background subtraction problems
Background subtraction is a fast and effective
technique, but it presents a series of problems:
How to compute a correct background?
How to manage gradual and sudden illumination changes?
How to manage high-frequencies background objects
(such as tree branches, sea waves, and similar)?
How to manage partially occluded objects (for example,
two cars crossing in a street)?
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How to manage partially occluded
objects?
UNDER SEGMENTATION
1 blob 2 boats
OVER SEGMENTATION
3 blobs 2 boats
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Proposed solution
Background Subtraction
+
Optical Flow
+
Rek-means
[Bloisi and Iocchi 2008]
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Optical flow
We use a sparse iterative version of Lucas-Kanade optical flow in
pyramids [Bouget 2000]. It calculates coordinates of the feature
points on the current video frame given their coordinates on the
previous frame. The function finds the coordinates with sub-pixel
accuracy. Every feature point is classiefied into one of four principal
directions.
previous frame current frameoptical flow image
(a particular)
NW direction
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Under segm. solution using OF
Solution (non trivial):
clustering the OF sparse map
outliersnoise
k=?
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Over segm. solution using OF
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K-means clustering
+ k-means centroids
x true centroids
random
initialization
for the k
clusters
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K-means limitations
• the user may know the exact number of clusters (k)
beforehand
• k-means is not guaranteed to return a global optimum:
The quality of the final solution depends largely on the
initial set of centroids, and may, in practice, be much
poorer than the global optimum.
• If we choose the k initial clusters at random, k-means
can converge to the wrong answer (in the sense that a
different and optimal solution to the minimization function
exists).
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Rek-means features
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Improved clustering using Rek-means
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Rek-means algorithm
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Rek-means steps
a) Initial data set
b) Over-clustering
c) Rectangles merging
d) Final centroids
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Rectangle distance
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Validating step
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Anderson Darling test
if A2 > CV the test is negative
else if A2 < CV the test is positive
where CV is the critical value
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Validating step example
The associating
step finds 1
cluster
The validating
step corrects
the error and
finds 2 clusters
d >>
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Rek-means real data example
Current frame and foreground image Rek-means output
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Rek-means evaluation
Time complexity O(nlogn)
100 images (with resolution 2000x2000)
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ARGOS experimental evaluation
on-line, evaluation is performed during the actual operation
of the system;
recorded on-line evaluation is performed on a video
recording the output of the system running on-line;
off-line evaluation is performed on the system running off-
line on recorded input videos.
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Online evaluation
FN: False negatives, i.e. boats not tracked
FP-R: False positives due to reflections (wrong track with a random direction)
FP-W: False positives due to wakes (wrong track following the correct one)
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Counting evaluation
COUNTING EVALUATION TEST
A virtual line has been put across the Canal in the field of view of a survey
cell, the number of boats passing this line has been counted automatically
by the system nSys, and the same value is manually calculated by visually
inspection n, the average percentage error is then computed as
ε = | nSys – n | / n
An additional error measure is calculated by considering the probability of making
an error in counting a single boat passing the line
where δ(·) is 0 when the argument is 0 and 1 otherwise.
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Counting evaluation (2)
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New features
• It is crucial to know who does what
Behavior analysis based on the
identity of boats observed is very
difficult through Computer Vision only
(plate recognition impossible with
occlusion)
Add sensors such as GPS or Radio
Frequency Identifiers (RFID)
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References
- D. Bloisi, L. Iocchi, G.R. Leone, R. Pigliacampo, L. Tombolini, L. Novelli. A
Distributed Vision System for Boat Traffic Monitoring in the Venice Grand Canal
(VISAPP), 2007.
- D. Bloisi and L. Iocchi. Rek-Means: A k-Means Based Clustering Algorithm. In Proc.
of 6th Int. Conf. on Computer Vision Systems (ICVS). 2008. pp. 109 - 118
- J.Y. Bouguet. Pyramidal Implementation of the Lucas Kanade Feature Tracker.
2000