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In this paper, an adaptation of the eikonal equation is proposed by considering the latter on weighted graphs of arbitrary structure.
The goal here is to provide a simple and common formulation that solves the eikonal equation for any discrete data that can be represented by a weighted graph ...
In this paper we propose an adaptation of the Eikonal equation on weighted graphs, using the framework of Partial difference Equations, ...
Local and nonlocal settings are directly handled in these definitions and both are expressed by the graph topology in terms of neighborhood con- nectivity [10].
In this paper, an adaptation of the eikonal equation is proposed by considering the latter on weighted graphs of arbitrary structure.
Oct 22, 2024 · In this paper we propose an adaptation of the Eikonal equation on weighted graphs, using the framework of Partial difference Equations, ...
In this paper we propose an adaptation of the Eikonal equation on weighted graphs, using the framework of Partial difference Equations, ...
The formulation of the eikonal equation on weighted graphs generalizes local and nonlocal configurations in the context of image processing and extends this ...
In this paper, an adaptation of the eikonal equation is proposed by considering the latter on weighted graphs of arbitrary structure.
In this paper, an adaptation of the eikonal equation is proposed by considering the latter on weighted graphs of arbitrary structure.