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Title: A PDE approach to Shape from Shading via Photometric Stereo
Tutor: Falcone, Maurizio
Keywords: Shape from Shading via Photometric Stereo
Semi-Lagrangian and finite difference numerical schemes
Uniqueness of weak solution - Lipschitz solution)
Non-linear Hamilton-Jacobi system
Issue Date: Jun-2011
Abstract: We present a new analytic and numerical approach to the shape from shading using photometric stereo technique. That is, we solve the problem to find the 3D surface of an object starting from its several 2D pictures taken from the same point of view, but changing, for every image, the direction of the light source.
Research interests: Numerical Analysis; Semi-lagrangian and finite difference schemes; Image Processing; Shape from Shading.
Skills short description: Every numerical schemes presented in the PhD thesis has been implemented using C++ algorithms.
Personal skills keywords: LaTex editing
C++ computing
Matlab computing

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