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Felipe Martins Müller

Researcher at Universidade Federal de Santa Maria

Publications -  50
Citations -  698

Felipe Martins Müller is an academic researcher from Universidade Federal de Santa Maria. The author has contributed to research in topics: Heuristic & Metaheuristic. The author has an hindex of 9, co-authored 49 publications receiving 593 citations. Previous affiliations of Felipe Martins Müller include State University of Campinas & Université de Montréal.

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Ant Colony Optimization With Local Search for Dynamic Traveling Salesman Problems

TL;DR: A memetic ACO algorithm, where a local search operator (called unstring and string) is integrated into ACO, is proposed to address DTSPs, where the best solution from ACO is passed to the local searchoperator, which removes and inserts cities in such a way that improves the solution quality.
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A tabu search heuristic for the multiprocessor scheduling problem with sequence dependent setup times

TL;DR: Numerical tests in a series of randomly generated problems indicate that the proposed method outperforms a previous heuristic in solving the problem of scheduling n jobs on m identical parallel processors with the objective of minimizing the total execution time.
Journal ArticleDOI

The m-Traveling Salesman Problem with Minmax Objective

TL;DR: This article considers the minmax version of the m-Traveling Salesman Problem in which the objective is to minimize the length of the longest route andTabu search heuristics and exact search schemes are developed.
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A composite heuristic for the identical parallel machine scheduling problem with minimum makespan objective

TL;DR: A new heuristic algorithm for the problem of scheduling n independent jobs on m identical parallel machines in order to minimize the makespan is described, which produces near-optimal solutions in short computation times.

The m-traveling salesman problem with minmax objective

TL;DR: In this article, the minmax version of the m-Traveling Salesman Problem is considered, where the objective is to minimize the length of the longest route of the shortest route.