
arXiv: 2211.02319
Computing the distance function to some surface or line is a problem that occurs very frequently. There are several ways of computing a relevant approximation of this function, using for example technique originating from the approximation of Hamilton Jacobi problems, or the fast sweeping method. Here we make a link with some elliptic problem and propose a very fast way to approximate the distance function.
Hopf-Cole transformation, distance function, Numerical Analysis (math.NA), linear solver, 2500 General Materials Science, elliptic problem, 10123 Institute of Mathematics, 2211 Mechanics of Materials, Hopf, 510 Mathematics, Mechanics of Materials, TA401-492, FOS: Mathematics, General Materials Science, Cole transformation, Mathematics - Numerical Analysis, Hamilton jacobi equation, Materials of engineering and construction. Mechanics of materials
Hopf-Cole transformation, distance function, Numerical Analysis (math.NA), linear solver, 2500 General Materials Science, elliptic problem, 10123 Institute of Mathematics, 2211 Mechanics of Materials, Hopf, 510 Mathematics, Mechanics of Materials, TA401-492, FOS: Mathematics, General Materials Science, Cole transformation, Mathematics - Numerical Analysis, Hamilton jacobi equation, Materials of engineering and construction. Mechanics of materials
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