Invention Grant
- Patent Title: Image processing circuit, gradation converting method, and printing apparatus
- Patent Title (中): 图像处理电路,灰度转换方法和打印装置
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Application No.: US11857524Application Date: 2007-09-19
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Publication No.: US07898689B2Publication Date: 2011-03-01
- Inventor: Shunichiro Mori
- Applicant: Shunichiro Mori
- Applicant Address: JP Tokyo
- Assignee: Seiko Epson Corporation
- Current Assignee: Seiko Epson Corporation
- Current Assignee Address: JP Tokyo
- Agency: Sughrue Mion, PLLC
- Priority: JP2006-252313 20060919
- Main IPC: G06F15/00
- IPC: G06F15/00 ; G06K9/00

Abstract:
An input gradation converting circuit has a gradation conversion table in which M-bit intermediate gradation data are correlated with each of N-bit input gradation data, and is operable to convert each of the input gradation data into the M-bit intermediate gradation data by using the gradation conversion table and output the converted M-bit intermediate gradation data. A diffusion gradation converting circuit is operable to convert each of the intermediate gradation data outputted from the input gradation converting circuit into N-bit output gradation data and output the converted N-bit output gradation data. The diffusion gradation converting circuit acquires a uniform random number Rnd in the range of −SFT/2 to SFT/2 and outputs [X+Rnd+0.5] as the output gradation data for each of the intermediate gradation data in which X obtained by dividing a value of the intermediate gradation data by 2M·N and a specified value SFT satisfy a conditional expression “SFT/2≦[X]≦2N−1−SFT/2” (where [ ] is a Gauss symbol). The diffusion gradation converting circuit acquires a uniform random number Rnd′ in the range of 0≦[X+Rnd′+05]≦2N−1 and outputs [X+Rnd′+0.5] as the output gradation data for each of the intermediate gradation data in which the X and the specified value SFT do not satisfy the conditional expression.
Public/Granted literature
- US20080252914A1 IMAGE PROCESSING CIRCUIT, GRADATION CONVERTING METHOD, AND PRINTING APPARATUS Public/Granted day:2008-10-16
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