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ANKUSH KUMAR (M.Tech(CS))
Iris Recognition Using SURF. By ANKUSH KUMAR (M.Tech(CS)) 211CS2279 April 15, 2017 ANKUSH KUMAR
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Contents Why Iris Recognition scores over others?
Anatomy of the Human Eye The Iris Iris Recognition : An Overview The process Segmentation Normalization Feature Encoding & Matching Feature (Image Descriptor) SURF Matching Methods Applications References April 15, 2017 ANKUSH KUMAR
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Biometric Features Can be used to uniquely identify individuals Face
Fingerprint Handprint Voice Iris April 15, 2017 ANKUSH KUMAR
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Why Iris Recognition scores over others?
Has highly distinguishing texture Right eye differs from left eye Twins have different iris texture Not trivial to capture quality image + Works well with cooperative subjects + Used in many airports in the world April 15, 2017 ANKUSH KUMAR
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Anatomy of the Human Eye
Eye = Camera Cornea bends, refracts, and focuses light. Retina = Film for image projection (converts image into electrical signals). Optical nerve transmits signals to the brain. April 15, 2017 ANKUSH KUMAR
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Iris Iris is the area of the eye where the pigmented or coloured circle, usually brown, blue, rings the dark pupil of the eye. Example of 10 Different People Iris April 15, 2017 ANKUSH KUMAR
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Proposed Iris Recognition Systems
John Daugman (1993) First and most well-known Wildes (1996) Boles (1998) Ma (2004) April 15, 2017 ANKUSH KUMAR
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Analysis & Recognition
Image Capture Iris Segmentation Feature Extraction Matching April 15, 2017 ANKUSH KUMAR
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Typical iris system configuration
Uniform distribution Stored templates Reject Pre processing Feature-extraction Identification Verification Accept Iris scan 2d image capture Iris localization Transform representation comparison enrolment Authentication April 15, 2017 ANKUSH KUMAR
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Iris Recognition systems
The iris-scan process begins with a photograph. A specialized camera, typically very close to the subject, not more than three feet, uses an infrared image to illuminate the eye and capture a very high-resolution photograph.This process takes 1 to 2 seconds. April 15, 2017 ANKUSH KUMAR
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Preprocessing Image acquisition - Focus on high resolution and quality
- Moderate illumination - Elimination of artifacts Image localization Adjustments for imaging contrast, illumination and camera gain April 15, 2017 ANKUSH KUMAR
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Iris Recognition System
Localization Acquisition IrisCode Gabor Filters Polar Representation Image Demarcated Zones April 15, 2017 ANKUSH KUMAR
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Iris Segmentation Objective : To isolate the actual iris region in a digital eye image Can be approximated by two circles the iris/sclera boundary the iris/pupil boundary(interior to former) Depends on the image quality Ex :- persons with darkly pigmented irises will present very low contrast between the pupil and iris region if imaged under natural light April 15, 2017 ANKUSH KUMAR
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Iris Localization Next, we must detect the outer boundary
Use canny edge detector and Hough transform April 15, 2017 ANKUSH KUMAR
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Normalization Once the iris region is successfully segmented from an eye image, the next stage is to transform the iris region so that it has fixed dimensions in order to allow comparisons The normalization process will produce iris regions, which have the same constant dimensions Two photographs of the same iris under different conditions will have characteristic features at the same spatial location April 15, 2017 ANKUSH KUMAR
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The normalization process for two images of the same iris taken under varying conditions
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Daugman’s Rubbersheet Model
Each pixel (x,y) is mapped into polar pair (r, ). Circular band is divided into 8 subbands of equal thickness for a given angle. Subbands are sampled uniformly in and in r. Sampling = averaging over a patch of pixels. April 15, 2017 ANKUSH KUMAR
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Iris code generation April 15, 2017 ANKUSH KUMAR
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Image Descriptor(feature)
SIFT(Scale Invariant Feature Transform) GLOH (Gradient Location and Orientation Histogram) HOG (Histogram of oriented gradients) LESH (Local Energy based Shape Histogram) SURF (Speeded Up Robust Feature) Interest point detection Descriptor April 15, 2017 ANKUSH KUMAR
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Detection Lxx(x,σ) is the Laplacian of Gaussian of the image
Hessian-based interest point localization Lxx(x,σ) is the Laplacian of Gaussian of the image It is the convolution of the Gaussian second order derivative with the image Lindeberg showed Gaussian function is optimal for scale-space analysis April 15, 2017 ANKUSH KUMAR
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Detection cont… Approximated second order derivatives with box filters (mean/average filter) April 15, 2017 ANKUSH KUMAR
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Detection cont… Scale analysis with constant image size
9 x 9, 15 x 15, 21 x 21, 27 x 39 x 39, 51 x 51 … 1st octave 2nd octave April 15, 2017 ANKUSH KUMAR
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Description Orientation Assignment
Circular neighborhood of radius 6s around the interest point (s = the scale at which the point was detected) April 15, 2017 ANKUSH KUMAR
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Description DESCRIPTOR COMPONENT April 15, 2017 ANKUSH KUMAR
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Matching Fast indexing through the sign of the Laplacian for the underlying interest point The sign of trace of the Hessian matrix Trace = Lxx + Lyy Either 0 or 1 (Hard thresholding, may have boundary effect …) In the matching stage, compare features if they have the same type of contrast (sign) April 15, 2017 ANKUSH KUMAR
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Analysis SURF is good at SURF is poor at
handling serious blurring handling image rotation SURF is poor at handling viewpoint change handling illumination change SURF describes image faster than SIFT by 3 times SURF is not as well as SIFT on invariance to illumination change and viewpoint change April 15, 2017 ANKUSH KUMAR
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Matching Methods Hamming Distance
The Hamming distance gives a measure of how many bits are the same between two bit patterns. In comparing the bit patterns X and Y, the Hamming distance, HD, is defined as the sum of disagreeing bits (sum of the exclusive-OR between X and Y) over N, the total number of bits in the bit pattern. April 15, 2017 ANKUSH KUMAR
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Matching Methods Normalized Correlation April 15, 2017 ANKUSH KUMAR
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An illustration of the feature encoding process.
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An illustration of the shifting process.
The lowest Hamming distance, in this case zero, is then used since this corresponds to the best match between the two templates. April 15, 2017 ANKUSH KUMAR
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April 15, 2017 ANKUSH KUMAR Successful images
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Observations Two IrisCodes from the same eye form genuine pair => genuine Hamming distance. Two IrisCodes from two different eyes form imposter pair => imposter Hamming distance. Bits in IrisCodes are correlated (both for genuine pair and for imposter pair). The correlation between IrisCodes from the same eye is stronger. April 15, 2017 ANKUSH KUMAR
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Pros Iris is currently claimed and perhaps widely believed to be the most accurate biometric, especially when it comes to FA rates. Iris has very few False Accepts (the important security aspect). It maintains stability of characteristic over a lifetime. Iris has received little negative press and may therefore be more readily accepted. The fact that there is no criminal association helps. The dominant commercial vendors claim that iris does not involve high training costs. April 15, 2017 ANKUSH KUMAR
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Cons There are few legacy databases. Though iris may be a good biometric for identification, large-scale deployment is impeded by lack of installed base. Since the iris is small, sampling the iris pattern requires much user cooperation or complex, expensive input devices. The performance of iris authentication may be impaired by glasses, sunglasses, and contact lenses; subjects may have to remove them. The iris biometric, in general, is not left as evidence on the scene of crime; no trace left. April 15, 2017 ANKUSH KUMAR
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Conclusion The iris is an ideal biometric feature for human identification Although relatively young, the field of iris recognition has seen some great successes Commercial implementations could become much more common in the future April 15, 2017 ANKUSH KUMAR
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References “How iris recognition works” by J. Daugman, Proceedings of 2002 International Conference on Image Processing, Vol. 1, 2002. “Recognition of Human Iris Patterns for Biometric Identification” by Libor Masek, The University of Western Australia, 2003 Patch Descriptors, by :- Larry Zitnick “SURF: Speeded Up Robust Features”. IEEE Explore By Herbert Bay. April 15, 2017 ANKUSH KUMAR
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THANKS April 15, 2017 ANKUSH KUMAR
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