Name
Affiliation
Papers
FRÉDÉRIC MESSINE
ENSEEIHT-IRIT, Toulouse, France
26
Collaborators
Citations 
PageRank 
28
168
17.36
Referers 
Referees 
References 
216
186
179
Search Limit
100216
Title
Citations
PageRank
Year
Heuristics and lower bounds for minimizing fuel consumption in hybrid-electrical vehicles.10.372017
A numerical optimal control method for solving a large thermic process.00.342016
A reliable affine relaxation method for global optimization.140.712015
On finding optimal parameters of an oscillatory model of handwriting.00.342014
A decomposition-based optimal control approach for aircraft conflict avoidance performed by velocity regulation00.342013
The Small Octagons of Maximal Width.10.352013
Toulouse Global optimization Workshop 2010 (TOGO10).00.342013
Frequency assignment in a SDMA satellite communication system with beam decentring feature20.462013
Finding largest small polygons with GloptiPoly.20.402013
Frequency allocation in a SDMA satellite communication system with beam moving20.452012
Compact relaxations for polynomial programming problems20.362012
The small hexagon and heptagon with maximum sum of distances between vertices20.352011
A metaheuristic methodology based on the limitation of the memory of interval branch and bound algorithms50.472011
A note on diameters of point sets10.432010
Simple Polygons of Maximum Perimeter Contained in a Unit Disk20.352009
Isoperimetric Polygons of Maximum Width40.512009
Comparison Between Baumann and Admissible Simplex Forms in Interval Analysis30.452007
The small octagon with longest perimeter120.702007
Extremal problems for convex polygons191.332007
An exact global optimization method for deriving weights from pairwise comparison matrices60.722007
A General Reliable Quadratic Form: An Extension of Affine Arithmetic80.612006
Improving Interval Analysis Bounds by Translations50.622004
The minimum diameter octagon with unit-length sides: Vincze's wife's octagon is suboptimal111.092004
The largest small octagon242.322002
Extentions of Affine Arithmetic: Application to Unconstrained Global Optimization261.442002
Enclosure Methods for Multivariate Differentiable Functions and Application to Global Optimization161.531998