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A Laplace transform method for the image in-painting

机译:绘画图像的拉普拉斯变换方法

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摘要

There are many image processing techniques based on partial differential equations that perform well, but they consume much computational time. It's vital that rapid and efficient ways of solving these equations are developed. Use of the Laplace transforms permits solution to the time dependent problems in a parallel environment. The solution procedure requires numerical computation of an inverse Laplace transform of which the Stehfest method was examined in the tests. We investigated the performance and efficiency of using the Laplace transform technique for the solution of a mathematical model related to image in-painting and compared the results with temporal integration.
机译:有许多基于偏微分方程的图像处理技术表现良好,但它们消耗大量计算时间。开发快速有效的方法来求解这些方程是至关重要的。使用拉普拉斯变换可以解决并行环境中的时间相关问题。求解过程需要对拉普拉斯逆变换进行数值计算,试验中检查了Stehfest方法。我们研究了使用拉普拉斯变换技术解决绘画中图像相关数学模型的性能和效率,并将结果与时间积分进行了比较。

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