Applications to mathematical imaging
Bounded Variation Functions
Article REF: AF109 V1
Applications to mathematical imaging
Bounded Variation Functions

Author : Jean-Charles PINOLI

Publication date: May 10, 2025 | Lire en français

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15.  Applications to mathematical imaging

Mathematical imaging [E 6 610] refers to all the theories, methods, techniques and mathematical concepts applied to image processing, an interdisciplinary field which emerged in the 1960s and has developed strongly since the 1990s.

15.1  Image denoising by minimizing total variation

The aim of image restoration is to remove disturbances. The aim is to recover the original content that should have resulted from a perfect or even ideal acquisition,...

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