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Nikolay Tchernev

Researcher at University of Auvergne

Publications -  91
Citations -  1052

Nikolay Tchernev is an academic researcher from University of Auvergne. The author has contributed to research in topics: Job shop & Job shop scheduling. The author has an hindex of 15, co-authored 83 publications receiving 895 citations. Previous affiliations of Nikolay Tchernev include Blaise Pascal University & Centre national de la recherche scientifique.

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A reduced VNS based approach for the dynamic continuous berth allocation problem in bulk terminals with tidal constraints

TL;DR: A reduced variable neighborhood search (RVNS) based approach is developed to solve the dynamic and continuous berth allocation problem with respect to tidal constraints, and seeks to minimize the total service time of berthed vessels.
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Un environnement de modélisation pour le système d'information de la Supply Chain : Application au Nouvel Hôpital Estaing

TL;DR: An approach and a modelling environment for the design of Supply Chain Information System and decisional tools and an integrated set of tools and methods organized in order to model and evaluate Supply Chain performance are proposed.
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Job-shop like manufacturing system with variable power threshold and operations with power requirements

TL;DR: The Greedy Randomised Adaptive Search Procedure hybridised with an Evolutionary Local Search (GRASP × ELS) metaheuristic is designed and is compared with two other metaheuristics: a Variable Neighbourhood Search and a Memetic Algorithm.
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A GRASP×ELS approach for the job-shop with a web service paradigm packaging

TL;DR: The GRASPxELS provided in the web service, is a state of the art method which competes with previously published methods and which has the advantage of being available for free, in any languages, everywhere contributing in spreading operational research contribution.
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A Job-shop with an Energy Threshold Issue Considering Operations with Consumption Peaks

TL;DR: In this paper, a linear model is proposed which model is based on a flow approach to solve simultaneously the power restriction and traditional time-based objectives of the Job-shop problem.