image enhancement using alpha rooting based hybrid technique

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Image Enhancement using Alpha Rooting based Hybrid Technique

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Page 1: Image enhancement using alpha rooting based hybrid technique

Image Enhancement using Alpha

Rooting based Hybrid Technique

Page 2: Image enhancement using alpha rooting based hybrid technique

Image Enhancement

Page 3: Image enhancement using alpha rooting based hybrid technique

Image Enhancement in Spatial domain

Page 4: Image enhancement using alpha rooting based hybrid technique

Gray Level Transformation Functions

Page 5: Image enhancement using alpha rooting based hybrid technique

Gray Level Transformation Functions

Page 6: Image enhancement using alpha rooting based hybrid technique

Negative Image Transformation

s = 1 - r

s = 1 – r

where, s = output image gray level

r = input image gray level

Page 7: Image enhancement using alpha rooting based hybrid technique

Log transformation

s = c log ( 1 + r ) where, c = scaling factor

Page 8: Image enhancement using alpha rooting based hybrid technique

Power law transformation function

Page 9: Image enhancement using alpha rooting based hybrid technique

Power law transformation function

Page 10: Image enhancement using alpha rooting based hybrid technique

Power law transformation function

Page 11: Image enhancement using alpha rooting based hybrid technique

Power law transformation function

Page 12: Image enhancement using alpha rooting based hybrid technique

By Alpha Rooting

Image Enhancement in Frequency domain

Orthogonal transformation

Page 13: Image enhancement using alpha rooting based hybrid technique

Image

|X(p,s)|

Magnitude(contains frequency

content of image)

θ(p,s)

Phase(angle of the

magnitude content)

Orthogonal transform

X(p,s) = |X(p,s)| e jθ(p,s)

Orthogonal transformation

Inverse Orthogonal transform

Enhanced Image

Operation

Separation

Combination

Page 14: Image enhancement using alpha rooting based hybrid technique

Alpha Rooting

X(p,s) = |X(p,s)| e jθ(p,s)α^

• Operation in orthogonal transformation,

where, 0 < α < 1

• here, X(p,s) is alpha rooted image^

(a) (b)

Page 15: Image enhancement using alpha rooting based hybrid technique

Alpha Rooting Based Enhancement Procedure

Conventional Alpha Rooting results in• Subtle edge information in images• Increases sharpness• Makes image crisper

Enhancement in sharpness is mostly subdued by overall darkeningof image which is artifact of alpha rooting

Requirements• Eliminate Tonal change• Achieve good contrast and brightness

Remedy• Apply log transform• Apply power law transform

Page 16: Image enhancement using alpha rooting based hybrid technique

Proposed Method

Input Image

Apply Orthogonal Transformation

Separate Magnitude and phase coefficients

X(p,s) = |X(p,s)| e jθ(p,s)

Apply Alpha Rooting on magnitude|X(p,s)|α

Combine Magnitude and

phase components

Inverse Orthogonal Transform

Apply Log Transformation

s = c log(1+r)

Apply Power Law Transformation

s = b rγ

Enhanced Image

Page 17: Image enhancement using alpha rooting based hybrid technique

Experimental Results

(a)

(b) (c) (d)

Fig (a) : Original ImageFig (b) : Alpha Rooted using α = 0.72Fig (c) : Hybrid Alpha Rooted using α = 0.78, b = 1.2, γ = 0.8Fig (d) : Hybrid Alpha Rooted using α = 0.7, b = 1.2, γ = 0.8

Page 18: Image enhancement using alpha rooting based hybrid technique

Experimental Results

Fig (a) : Original ImageFig (b) : Alpha Rooted using α = 0.78Fig (c) : Hybrid Alpha Rooted using α = 0.75, b = 1.1, γ = 2

(a)

(b) (c)

Page 19: Image enhancement using alpha rooting based hybrid technique

CONCLUSION

In this paper we elucidated an Alpha Rooting Based HybridProcedure for image enhancement which is free of the conventionallimitations associated with the transform domain imageenhancement techniques.

Page 20: Image enhancement using alpha rooting based hybrid technique

Thank You !!!