Name
Affiliation
Papers
ENRICO MALAGUTI
Department of Electronics, Computer Sciences and Systems, University of Bologna, 40136 Bologna, Italy
39
Collaborators
Citations 
PageRank 
53
312
21.69
Referers 
Referees 
References 
457
483
432
Search Limit
100483
Title
Citations
PageRank
Year
Nonlinear chance-constrained problems with applications to hydro scheduling00.342022
In Search Of Dense Subgraphs: How Good Is Greedy Peeling?00.342021
Guest Editorial to the Feature Cluster “New Trends in Applied Combinatorial Optimization” (EURO/ALIO 2018)00.342021
A Branch-And-Price Algorithm For The Minimum Sum Coloring Problem00.342021
Models and algorithms for optimising two-dimensional LEGO constructions00.342021
Discrete Programming Entailing Circulant Quadratic Forms: Refinement of a Heuristic Approach Based on ΔΣ Modulation00.342020
On integer and bilevel formulations for the k -vertex cut problem00.342020
Integer optimization with penalized fractional values: The Knapsack case.20.382019
The vertex k-cut problem.00.342019
A note on Selective line-graphs and partition colorings00.342019
Computing k different solutions to the assignment problem00.342019
ILP Models and Column Generation for the Minimum Sum Coloring Problem00.342018
An exact algorithm for the Partition Coloring Problem.30.392018
Optimizing allocation in a warehouse network00.342018
A Branch-And-Bound Algorithm For The Knapsack Problem With Conflict Graph30.422017
Solving Vertex Coloring Problems as Maximum Weighted Stable Set Problems.60.502017
Training software for orthogonal packing problems.10.362017
Design and Control of Public-Service Contracts and an Application to Public Transportation Systems.00.342016
A metaheuristic framework for Nonlinear Capacitated Covering Problems.00.342016
Modeling Two-Dimensional Guillotine Cutting Problems Via Integer Programming30.422016
A branch‐and‐price algorithm for the (k,c)‐coloring problem20.382015
Automatic Dantzig---Wolfe reformulation of mixed integer programs70.612015
Mathematical formulations for the Balanced Vertex k-Separator Problem10.352014
Models for the two-dimensional two-stage cutting stock problem with multiple stock size50.472013
Test-assignment: a quadratic coloring problem10.352013
(k, c) - coloring via Column Generation.10.362013
Uncommon Dantzig-Wolfe Reformulation for the Temporal Knapsack Problem80.522013
A column generation heuristic for the two-dimensional two-staged guillotine cutting stock problem with multiple stock size.70.492012
Exact weighted vertex coloring via branch-and-price.40.422012
A Freight Service Design Problem for a Railway Corridor40.452011
An exact approach for the Vertex Coloring Problem401.242011
Partial convexification of general MIPs by Dantzig-Wolfe reformulation40.472011
Algorithms for the Bin Packing Problem with Conflicts210.952010
A Survey On Vertex Coloring Problems802.492010
Efficient and fair routing for mesh networks20.382010
The Vertex Coloring Problem and its generalizations110.612009
Models and heuristic algorithms for a weighted vertex coloring problem150.832009
An evolutionary approach for bandwidth multicoloring problems200.882008
A Metaheuristic Approach for the Vertex Coloring Problem612.232008