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@article\{jeschke-09-solver,
title = "A GPU Laplacian Solver for Diffusion Curves and Poisson
Image Editing",
author = "Stefan Jeschke and David Cline and Peter Wonka",
year = "2009",
abstract = "We present a new Laplacian solver for minimal
surfaces—surfaces having a mean curvature of zero
everywhere except at some fixed (Dirichlet) boundary
conditions. Our solution has two main contributions: First,
we provide a robust rasterization technique to transform
continuous boundary values (diffusion curves) to a discrete
domain. Second, we define a variable stencil size diffusion
solver that solves the minimal surface problem. We prove
that the solver converges to the right solution, and
demonstrate that it is at least as fast as commonly proposed
multigrid solvers, but much simpler to implement. It also
works for arbitrary image resolutions, as well as 8 bit
data. We show examples of robust diffusion curve rendering
where our curve rasterization and diffusion solver eliminate
the strobing artifacts present in previous methods. We also
show results for real-time seamless cloning and stitching of
large image panoramas.",
pages = "1--8",
month = dec,
organization = "ACM",
number = "5",
booktitle = "Transactions on Graphics (Siggraph Asia 2009)",
event = "Siggraph Asia",
issn = "0730-0301",
journal = "Transaction on Graphics (Siggraph Asia 2009)",
publisher = "ACM Press",
volume = "28",
location = "Yokohama, Japan",
keywords = "Poisson equation, Line and Curve rendering , Diffusion",
URL = "http://www.cg.tuwien.ac.at/research/publications/2009/jeschke-09-solver/",
}
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