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Valérie Guihaire

Researcher at University of Angers

Publications -  5
Citations -  703

Valérie Guihaire is an academic researcher from University of Angers. The author has contributed to research in topics: Quality of service & Iterated local search. The author has an hindex of 5, co-authored 5 publications receiving 628 citations.

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Journal ArticleDOI

Transit network design and scheduling: A global review

TL;DR: A global review of the crucial strategic and tactical steps of transit planning: the design and scheduling of the network and a classification of 69 approaches dealing with the design, frequencies setting, timetabling of transit lines and their combinations is proposed.
Journal ArticleDOI

Transit network timetabling and vehicle assignment for regulating authorities

TL;DR: An optimization procedure based on Iterated Local Search is introduced and computational experiments carried out on data from a large existing transit network are presented, showing substantial improvements in both quality of service and level of resources compared to the current practice.
Proceedings ArticleDOI

Improving timetable quality in scheduled transit networks

TL;DR: A model and a solution method based on tabu search and a neighborhood specifically developed are proposed for modifying the network's timetables without rendering the vehicle and driver schedules obsolete to improve the quality of service for passengers through number of transfers.
Book ChapterDOI

Transit Network Re-timetabling and Vehicle Scheduling

TL;DR: This paper introduces an optimization procedure based on Iterated Local Search and presents computational experiments carried out on a real large transit network, showing substantial improvements in both quality of service and level of resources compared to the current practice.
Book ChapterDOI

A Heuristic Solution for a Driver-Vehicle Scheduling Problem

TL;DR: A driver-vehicle scheduling problem in a limousines rental company is studied and a solution approach using local search is developed, satisfying a set of imperative constraints and optimizing several cost objectives.