Mean value interpolation is a simple, fast, linearly precise method of smoothly interpolating a function given on the boundary of a domain.
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What is mean value interpolation?
Transfinite mean value interpolation has recently emerged as a simple and robust way to interpolate a function f defined on the boundary of a planar domain.
Dec 3, 2007 · Mean value interpolation is a simple, fast, linearly precise method of smoothly interpo- lating a function given on the boundary of a domain.
Mean value interpolation is a simple, fast, linearly precis e method of smoothly interpo- lating a function given on the boundary of a domain.
Transfinite interpolation means the construction of a function over a planar domain that matches a given function on the boundary, and has various applications, ...
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Mean value interpolation is a simple, fast, linearly precise method of smoothly interpolating a function given on the boundary of a domain.
Transfinite mean value interpolation in general dimension · Solveig BruvollM. Floater. Mathematics. J. Comput. Appl. Math. 2010. 22 Citations · PDF. Add to ...
Some basic mathematical properties of barycentric kernels in general are established, including the interpolation property and a formula for the Jacobian of ...
Transfinite mean value interpolation has recently emerged as a simple and robust way to interpolate a function f defined on the boundary of a planar domain.
Abstract. Transfinite mean value interpolation has recently emerged as a simple and robust way to interpolate a function f defined on the boundary of a ...
Missing: dimension. | Show results with:dimension.