This is a program that calculates the minimum possible surface area of a mesh that has a simple Delaunay triangulation of X and Y lattice points. The height at each lattice point is able to be fixed, and the remaining unknown heights will be optimized such that the mesh has the minimim possible surface area. This problem is a convex optimization problem, in particular, a second order cone program, which requires an advanced solver to run. Mosek, a solver, is used, as well as YALMIP, the interface that interacts with that solver. If you are planning to run the code, you must change the paths to reflect the locations of those two programs.
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A tool for calculating the minimal surface mesh using convex optimization techniques.
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