activity
20172024
most citedA solution procedure for minimizing total completion time in a parallel-batching environment

12 citations · 22 across the 7 of their papers we have counts for

collaborators

7 papers

math.OC2024★ 2 cited

Efficient arc-flow formulations for makespan minimisation on parallel machines with a common server

Alessandro Druetto, Andrea Grosso, Jully Jeunet +1

We consider the problem of scheduling non preemptively a set of jobs on parallel identical machines with prior setup operations on a single shared server, where the objective is to…

cs.DM2023

Single machine rescheduling for new orders: properties and complexity results

Elena Rener, Fabio Salassa, Vincent T'kindt

Rescheduling problems arise in a variety of situations where a previously planned schedule needs to be adjusted to deal with unforeseen events. A common problem is the arrival of n…

math.OC2020★ 12 cited

A solution procedure for minimizing total completion time in a parallel-batching environment

Arianna Alfieri, Alessandro Druetto, Andrea Grosso +1

In many manufacturing processes, batch processing is frequently needed for capacity reasons. This applies both to parallel and serial batching. However, while the serial batch proc…

math.CO2019

A solution to a Partitioned Balanced Tournament Design of side 11

Federico Della Croce, Gabriele Dragotto, Fabio Salassa

We provide a solution to the Partitioned Balanced Tournament Design of side . The solution has been generated by exploiting combinatorial optimization methods.

math.CO2019★ 7 cited

Merging Combinatorial Design and Optimization: the Oberwolfach Problem

Fabio Salassa, Gabriele Dragotto, Tommaso Traetta +2

The Oberwolfach Problem -- posed by Gerhard Ringel in 1967 -- is a paradigmatic Combinatorial Design problem asking whether the complete graph decomposes into edge-di…

cs.DS2017★ 1 cited

MILP and Max-Clique based heuristics for the Eternity II puzzle

Fabio Salassa, Wim Vancroonenburg, Tony Wauters +2

The present paper considers a hybrid local search approach to the Eternity II puzzle and to unsigned, rectangular, edge matching puzzles in general. Both an original mixed-integer…

cs.DM2017

No-idle, no-wait: when shop scheduling meets dominoes, eulerian and hamiltonian paths

Jean-Charles Billaut, Federico Della Croce, Fabio Salassa +1

In shop scheduling, several applications exist where it is required that some components perform consecutively. We refer to no-idle schedules if machines are required to operate wi…