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Perspective shape from shading based on high-order LLF and WENO
基于高阶LLF和WENO算法的透视SFS

Keywords: shape from shading,static Hamilton-Jacobi equation,fast sweeping method,local Lax-Friedrichs,weighted essentially non-oscillatory
从明暗恢复形状
,静态HJ方程,快速扫描法,局部LaxFriedrichs,加权本质无振荡

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Abstract:

Perspective shape from shading can be solved by combining static Hamilton-Jacobi(HJ) equation and fast sweeping method.To optimize the solution of static HJ equation and improve the results of perspective shape from shading,this paper uses high-order local Lax-Friedrichs(LLF) flux splitting scheme to increase the accuracy of partial derivatives.Besides,the paper uses modified weighted essentially non-oscillatory(WENO) scheme,which only uses integer grids and gets higher accuracy than WENO by using amended s...

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