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1.
Generalized Pell graphs
Vesna Iršič, Sandi Klavžar, Elif Tan, 2023, original scientific article

Abstract: In this paper, generalized Pell graphs $\Pi_{n,k}$, $k\ge 2$, are introduced. The special case of $k=2$ are the Pell graphs $\Pi_{n}$ defined earlier by Munarini. Several metric, enumerative, and structural properties of these graphs are established. The generating function of the number of edges of $\Pi_{n,k}$ and the generating function of its cube polynomial are determined. The center of $\Pi_{n,k}$ is explicitly described; if $k$ is even, then it induces the Fibonacci cube $\Gamma_{n}$. It is also shown that $\Pi_{n,k}$ is a median graph, and that $\Pi_{n,k}$ embeds into a Fibonacci cube.
Keywords: Fibonacci cubes, Pell graphs, generating functions, center of graph, median graphs, k-Fibonacci sequence
Published in DiRROS: 08.04.2024; Views: 94; Downloads: 38
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2.
Faster distance-based representative skyline and k-center along pareto front in the plane
Sergio Cabello, 2023, original scientific article

Abstract: We consider the problem of computing the distance-based representative skyline in the plane, a problem introduced by Tao, Ding, Lin and Pei and independently considered by Dupin, Nielsen and Talbi in the context of multi-objective optimization. Given a set $P$ of $n$ points in the plane and a parameter $k$, the task is to select $k$ points of the skyline defined by $P$ (also known as Pareto front for $P$) to minimize the maximum distance from the points of the skyline to the selected points. We show that the problem can be solved in $O(n \log h)$ time, where $h$ is the number of points in the skyline of $P$. We also show that the decision problem can be solved in $O(n \log k)$ time and the optimization problem can be solved in $O(n \log k + n \log\log n)$ time. This improves previous algorithms and is optimal for a large range of values of $k$.
Keywords: geometric optimization, skyline, pareto front, clustering, k-center
Published in DiRROS: 15.03.2024; Views: 89; Downloads: 44
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Gozdni in lovski pedagogi na ogledu avstrijskega lovsko izobraževalnega centra Werkstatt Natur
Špela Planinšek, 2018, popular article

Keywords: lovstvo, Avstrija, lovski izobraževalni center
Published in DiRROS: 23.12.2018; Views: 2956; Downloads: 690
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