TAILIEUCHUNG - Lecture Digital image processing - Lecture 10: Interpolation

After studying this chapter you will be able to understand: Why and when, do we need image interpolation and image resampling; interpolation operation; algorithms for different image transformations and the needed interpolation operation; image interpolation explanation; interpolation operation; unitary matrix and its equation. | Digital Image Processing CCS331 Image Interpolation 1 Summery of previous lecture Why and when, do we need image interpolation and image resampling. Interpolation operation Algorithms for different image transformations and the needed interpolation operations. 2 Todays lecture Image Interpolation explanation Interpolation operation Unitary matrix and its equation 3 sample values of 1 dimensional We need have to approximate the value of the function f (t) at any arbitrary point in the time axis. Which is the interpolation operation 4 Properties of the interpolation B spline function satisfies all these 3 properties we need 5 6 7 Nature of B spline functions The region of support for this cubic function is 5 points The region of support for quadratic function is 4 points The region of support for the linear B spline is 3 points The region of support for 1 is 2 points. In all cases, the region of support is finite. 8 interpolation 9 Interpolation 10 Changes in interpolation formula 11 12 Change in shift 13 interpolating the function 14 interpolating the function 15 16 17 18 19 20 Image interpolation 21 22 23 24 Results, constant interpolation 25 Results, constant interpolation 26 Results, cubic 27 Image transformation 28 Unitary matrix By image transformation, a given image is represented as a series summation of a set of unitary matrices. matrix A is a unitary matrix if A inverse is equal to A star transpose where A star is the complex conjugate of A. And these unitary matrices, we will call as the basis images. 29 30 31 32 33 Summery of the lecture Image Interpolation explanation Interpolation operation Unitary matrix and its equation 34 References Prof .P. K. Biswas Department of Electronics and Electrical Communication Engineering Indian Institute of Technology, Kharagpur Gonzalez R. C. & Woods . (2008). Digital Image Processing. Prentice Hall. Forsyth, D. A. & Ponce, J. (2011).Computer Vision: A Modern Approach. Pearson Education. .

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