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cs.CG2017
A Note on Properties of Discrete Composition Operators
Klaus Glashoff, Claus Peter Ortlieb
We derive properties and a characterization of discrete composition matrices which are useful in the field of numerical computation of shape correspondences.
cs.CG2017★ 2 cited
Composition Operators, Matrix Representation, and the Finite Section Method: A Theoretical Framework for Maps between Shapes
Klaus Glashoff, Claus Peter Ortlieb
This paper intends to lay the theoretical foundation for the method of functional maps, first presented in 2012 by Ovsjanikov, Ben-Chen, Solomon, Butscher and Guibas in the field o…