Defocus Blur Estimation via Discrete Spatial Frequency Analysis
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Solution Overview
Problem
Conventional techniques for estimating defocus blur in images consume significant computing resources, making them unsuitable for applications that require efficient processing.
Innovation Solution
The method involves selecting fixed spatial frequencies with discrete magnitudes on a polar grid to analyze images for blur, determining frequency responses, and computing probabilities for blur disc radii to estimate the amount of blur caused by lens defocus at each pixel, while reducing the number of channels in the frequency response image.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Measurement precision
If conventional techniques are used for defocus blur estimation, then measurement precision is improved, but computing resource consumption increases
Solution Approach 1:
The frequency spectrum is segmented into specific spatial frequency bands (low, medium, high frequencies) that are most relevant for defocus blur detection. By focusing computational effort on these specific frequency segments rather than analyzing the entire spectrum, the method achieves accurate blur estimation while reducing overall computing resource consumption.
Solution Approach 2:
The patent transforms the image from spatial domain to frequency domain using Fourier transform, changing the parameter representation. This allows defocus blur to be detected through frequency response analysis at specific spatial frequencies, which is computationally more efficient than conventional spatial domain methods while maintaining measurement precision.
2Measurement precision
If conventional techniques are used for defocus blur estimation, then measurement precision is improved, but processing time increases
Solution Approach 1:
The frequency spectrum is segmented into specific spatial frequency bands (low, medium, high frequencies) that are most relevant for defocus blur detection. By focusing computational effort on these specific frequency segments rather than analyzing the entire spectrum, the method achieves accurate blur estimation while reducing overall computing resource consumption.
Solution Approach 2:
The patent transforms the image from spatial domain to frequency domain using Fourier transform, changing the parameter representation. This allows defocus blur to be detected through frequency response analysis at specific spatial frequencies, which is computationally more efficient than conventional spatial domain methods while maintaining measurement precision.
3Use of energy by moving object
If fixed spatial frequencies with discrete magnitudes are selected, then computing resources are reduced, but frequency response analysis becomes more constrained
Solution Approach 1:
The patent transforms the image from spatial domain to frequency domain using Fourier transform, changing the parameter representation. This allows defocus blur to be detected through frequency response analysis at specific spatial frequencies, which is computationally more efficient than conventional spatial domain methods while maintaining measurement precision.
Solution Approach 2:
The patent introduces frequency response as an intermediary parameter that connects the selected spatial frequencies to the defocus blur estimation. By analyzing how the image responds at these specific frequencies, the method achieves efficient computation without sacrificing the ability to accurately characterize blur, as the frequency response serves as a mediator that captures essential blur information.
Data Source
AI summary
Image defocus blur estimation techniques are described. In one or more implementations, fixed spatial frequencies that are usable to analyze an image for blur are selected. The selected spatial frequencies are input to a function used to determine frequency responses for pixels of the image. The frequency responses indicate a response of the pixels around a given pixel to the selected spatial frequencies. The spatial frequencies that are selected may be limited to spatial frequencies having a frequency magnitude from a set of discrete values. The discrete values may, for instance, range from a minimum frequency magnitude to a maximum frequency magnitude, and be spaced apart by a frequency magnitude increment. A number of frequencies that are selected at each magnitude may also be based on the frequency magnitude increment.


