A multi-overlay variable support and order kernel-based representation for image deformation and view synthesis
一种图像变形、覆盖层的技术,应用在图像变形信息的表示领域,能够解决背景缠结、不能够处置半透明的和反射的对象等问题,达到优化尺度、压缩率增加、高效压缩的效果
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[0030] Mathematical basis
[0031] Consider a pixel i(x,y) of an image I with resolution MxN, where M is the number of pixel columns (width) and N is the number of pixel rows (height). x=1,2,...M and y=1,2,...N are the x and y coordinates of the pixel. Conventionally, the image deformation for each pixel i(x,y) can be expressed as a displacement denoted by d(x,y). They can be rewritten in matrix form
[0032] D=[d 1 , d 2 ,...,d M ], where d x =[d(x,1),d(x,2),...,d(x,N)] T (1)
[0033] In view synthesis, the position of the original pixel i(x,y) in the V views is computed. The new position at the vth view is i v (x,y), where v=1,2,...,V. at i v In the conventional representation of (x,y), i v The relationship between (x,y) and i(x,y) is given as
[0034] i v (x,y)=φ(x,y,v)=φ(i(x,y),d(x,y),v) (2)
[0035] where φ(.) is a composition function that modifies the position of i(x,y) to synthesize the vth view of I. See Stefanoski and Kauff et al., "Depth map creation ...
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