Let be a perfect matching that matches points of R with points of B and maximizes , the total Euclidean distance of the matched pairs.

Jan 17, 2023 · In this paper, we prove that there exists a point o of the plane (the center of \mathcal{M}) such that \|r_i-o\|+\|b_i-o\|\le \sqrt{2}~\|r_i-b_i ...

Let R and B be two disjoint point sets in the plane with |R| = |B| = n, n ≥ 1. The points in R are red, and those in B are blue. A matching of R ∪ B is a.

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Apr 17, 2024 · Let R and B be two point sets in the plane with | R | = | B | = n. Let M = { ( r i, b i ), i = 1, 2, …, n } be a perfect matching that ...

Center of maximum-sum matchings of bichromatic points · Pablo P'erez-Lantero, C. Seara · Published in Discrete Mathematics 17 January 2023 · Mathematics.

Request PDF | Center of maximum-sum matchings of bichromatic points | Let $R$ and $B$ be two disjoint point sets in the plane with $|R|=|B|=n$.

Let ℳ={(r_i,b_i),i=1,2,…,n} be a perfect matching that matches points of R with points of B and maximizes ∑_i=1^nr_i-b_i, the total Euclidean distance of the ...

Title: Center of maximum-sum matchings of bichromatic points ; Authors: Perez-Lantero, P., Seara, C., ; Researchers (PRC):, Seara, C. ; Related Publication: ...

Let R and B be two point sets in the plane with . Let be a perfect matching that matches points of R with points of B and maximizes , the total Euclidean ...