发明名称 |
Dynamic image reconstruction with tight frame learning |
摘要 |
A computer-implemented method for learning a tight frame includes acquiring undersampled k-space data over a time period using an interleaved process. An average of the undersampled k-space data is determined and a reference image is generated based on the average of the undersampled k-space data. Next, a tight frame operator is determined based on the reference image. Then, a reconstructed image data is generated from the undersampled k-space data via a sparse reconstruction which utilizes the tight frame operator. |
申请公布号 |
US9453895(B2) |
申请公布日期 |
2016.09.27 |
申请号 |
US201314027451 |
申请日期 |
2013.09.16 |
申请人 |
Siemens Aktiengesellschaft |
发明人 |
Liu Jun;Wang Qiu;Nadar Mariappan;Zenge Michael;Mueller Edgar |
分类号 |
G01R33/48;G06T5/50;G01R33/561 |
主分类号 |
G01R33/48 |
代理机构 |
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代理人 |
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主权项 |
1. A computer-implemented method for reconstructing an image based on a learned tight frame, the method comprising:
acquiring undersampled k-space data over a time period using an interleaved process; determining an average of the undersampled k-space data; generating a reference image based on the average of the undersampled k-space data; determining a tight frame operator based on the reference image; and generating a reconstructed image data from the undersampled k-space data via a sparse reconstruction which utilizes the tight frame operator, wherein determining a tight frame operator based on the reference image comprises: determining a reference vector based on the reference image; initializing one or more tight frame filters using an existing tight frame system; and performing an iterative process comprising:
defining an analysis operator based on the tight frame filters,
determining a coefficient vector comprising a plurality of tight frame coefficients by applying the analysis operator to the reference vector,updating the coefficient vector by applying a hard thresholding operator to the tight frame coefficients, and updating the tight frame filters based on the updated coefficient vector. |
地址 |
Munich DE |