Applications of Scale-Space Theory
The attractive aspect of (linear and nonlinear) scale-space theory is its solid mathematical framework. For this reason quite some emphasis has been placed on the development of the theoretical foundations. The core of the paradigm is the notion of sampling, a physical observation through a multi-size aperture, and where the aperture size is the variable parameter ‘scale’.
KeywordsPrincipal Curvature Compute Tomography Data Fourier Domain Root Label High Order Invariant
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