Invention Grant
US08548230B2 Image processing device and method, data processing device and method, program, and recording medium 失效
图像处理装置及方法,数据处理装置及方法,程序及记录介质

  • Patent Title: Image processing device and method, data processing device and method, program, and recording medium
  • Patent Title (中): 图像处理装置及方法,数据处理装置及方法,程序及记录介质
  • Application No.: US13383553
    Application Date: 2010-07-26
  • Publication No.: US08548230B2
    Publication Date: 2013-10-01
  • Inventor: Hirokazu Kameyama
  • Applicant: Hirokazu Kameyama
  • Applicant Address: JP Tokyo
  • Assignee: FUJIFILM Corporation
  • Current Assignee: FUJIFILM Corporation
  • Current Assignee Address: JP Tokyo
  • Agency: Birch, Stewart, Kolasch & Birch, LLP
  • Priority: JP2009-179839 20090731
  • International Application: PCT/JP2010/062508 WO 20100726
  • International Announcement: WO2011/013608 WO 20110203
  • Main IPC: G06K9/62
  • IPC: G06K9/62
Image processing device and method, data processing device and method, program, and recording medium
Abstract:
A tentative eigenprojection matrix (#12-a) is provisionally generated from a studying image group (#10) including a pair of a high quality image and a low quality image, and a tentative projection core tensor (#12-b) defining a correspondence between the low quality image and an intermediate eigenspace and a correspondence between the high quality image and the intermediate eigenspace is created. A first sub-core tensor is created from the tentative projection core tensor based on a first setting (#12-c), and the studying image group is projected based on the tentative eigenprojection matrix and the first sub-core tensor (#15-a) to calculate an intermediate eigenspace coefficient vector (#15-b). A representative intermediate eigenspace coefficient vector (#15-c) is obtained from the coefficient vector group according to the number of studying representatives, an eigenprojection matrix (#17) and a projection core tensor (#18) are recreated based on the determined representative studying image group (#15-d), and the matrix and the tensor are used in a restoration step. This can reduce the redundancy of a studying image set, reduce processing load of projection conversion, speed up a process, and suppress a memory size.
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