发明名称 |
Image process with spatial periodicity measure |
摘要 |
An image manipulation process is controlled by a spatial periodicity measure formed for an image or an image block by measuring the sparseness of the two-dimensional spatial frequency spectrum of the image on a scale of zero to unity in which a two-dimensional spatial frequency spectrum having all equal values has a sparseness of zero and in which a two-dimensional spatial frequency spectrum having only one non-zero value has a sparseness of unity. Sparseness may be measured by allocating values of the spectrum to frequency bins and counting the number of bins that contain non-zero values; comparing values of the spectrum with a threshold and counting the number of values that exceed the threshold; or forming a function of the mean-square value and the mean value of the spectrum values. |
申请公布号 |
US9082044(B2) |
申请公布日期 |
2015.07.14 |
申请号 |
US201314036054 |
申请日期 |
2013.09.25 |
申请人 |
Snell Limited |
发明人 |
Knee Michael James |
分类号 |
G06K9/36;G06K9/62;H04N19/00 |
主分类号 |
G06K9/36 |
代理机构 |
Woodard, Emhardt, Moriarty, McNett & Henry LLP |
代理人 |
Woodard, Emhardt, Moriarty, McNett & Henry LLP |
主权项 |
1. A method of controlling an image manipulation process in a processor, the method comprising the steps of:
forming a spatial periodicity measure for at least part of an image; and controlling an image manipulation process in dependence on said spatial periodicity measure; wherein the step of forming a spatial periodicity measure comprises: measuring the sparseness of the two-dimensional spatial frequency spectrum of the image on a scale of zero to unity in which a two-dimensional spatial frequency spectrum having all equal values has a sparseness of zero and in which a two-dimensional spatial frequency spectrum having only one non-zero value has a sparseness of unity; and deriving a spatial periodicity measure data that is a function of said sparseness of the two-dimensional spatial frequency spectrum. |
地址 |
Berkshire GB |