Sep 7, 2023 · In this section, we discuss these concepts in the planar case. 2.1 Orthogonal Dual. We consider convex face-to-face tilings of the plane, by ...
Apr 3, 2022 · Abstract: For a locally finite set in \mathbb{R}^2, the order-k Brillouin tessellations form an infinite sequence of convex face-to-face ...
Abstract. For a locally finite set in R 2 , the order-k Brillouin tessellations form an infinite sequence of convex face-to-face tilings of the plane.
AbstractFor a locally finite set in R2, the order-k Brillouin tessellations form an infinite sequence of convex face-to-face tilings of the plane.
Sep 7, 2023 · These edges decompose the plane into convex polygons, which are the tiles of Del(A). It is well known, and also not difficult to ...
Apr 3, 2022 · For a locally finite set in $\mathbb{R}^2$, the order-$k$ Brillouin tessellations form an infinite sequence of convex face-to-face tilings ...
For a locally finite set in R2, the order-k Brillouin tessellations form an infinite sequence of convex face-to-face tilings of the plane.
On Angles in Higher Order Brillouin Tessellations and Related Tilings in the Plane. Authors. Edelsbrunner, Herbert; Garber, Alexey; Ghafari, Mohadese; Heiss ...
For a locally finite set in ℝ^2, the order-k Brillouin tessellations form an infinite sequence of convex face-to-face tilings of the plane.
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On angles in higher order brillouin tessellations and related tilings in the plane. H Edelsbrunner, A Garber, M Ghafari, T Heiss, M Saghafian. Discrete ...