The Minimum Cycle Partition Problem with Length Requirements (CPLR) originates from a routing problem regarding these UAVs. Given a set of areas , the goal is to determine the minimum number of UAVs necessary to visit all areas, while their individual flying routes have to fulfill three conditions.
Sep 19, 2020
Sep 21, 2020 · The goal is to find a feasible partition, which minimizes the number of cycles. In this article, a heuristic algorithm is presented together ...
The goal is to find a feasible partition, which minimizes the number of cycles. In this article, a heuristic algorithm is presented together with a Mixed ...
Jul 29, 2024 · The goal is to find a feasible partition, which minimizes the number of cycles. In this article, a heuristic algorithm is presented together ...
The goal is to find a feasible partition, which minimizes the number of cycles. In this article, a heuristic algorithm is presented together with a Mixed ...
Mar 28, 2022 · I have a large graph G and a set of nodes P based on user input. After I get the user input i want to find the shortest path on G containing all the nodes in P.
The goal is to find a feasible partition, which minimizes the number of cycles. In this article, a heuristic algorithm is presented together with a Mixed ...
Mar 17, 2015 · It's a necessary condition on the sequence of partition lengths in a cycle of partitions. When combined with a bound on the lengths, it's also a sufficient ...
The goal is to find a feasible partition, which minimizes the number of cycles. In this article, a heuristic algorithm is presented together with a Mixed ...
Oct 30, 2012 · Prove that the minimum number of cycles is m−n+1 in a connected graph. Where one cycle is a path that starts that begins and ends at the same vertex.