Vasile Preda

Dr. Vasile Preda

“Gheorghe Mihoc-Caius Iacob” Institute of Mathematical Statistics and Applied Mathematics, Bucharest, Romania “Costin C. Kiritescu” National Institute of Economic Research, Bucharest, Romania Faculty of Mathematics and Computer Science, University of Bucharest, Romania
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Research Focus & Metrics

Academic Career Length

45Years (1982-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 May 1992 in Journal of Mathematical Analysis and Applications
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Journal Article
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Vasile PredaVasile Preda
Vasile Preda

21 March 2020 in Mathematics
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Journal Article
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Raboaca Maria SimonaRaboaca Maria Simona
Raboaca Maria Simona
IBIrina Bancescu
Irina Bancescu
Vasile PredaVasile Preda
Vasile Preda
Nicu BizonNicu Bizon
Nicu Bizon
A possible solution with which to alleviate the range anxiety of electric vehicle (EV) drivers could be a mobile charging station which moves in different places to charge EVs, having a charging time of even half an hour. A problem that arises is the impossibility of charging in any location due to heavy traffic or limited space constraints. This paper proposes a new operational mode for the mobile charging station through temporarily stationing it at different places for certain amounts of time. A mathematical model, in the form of an optimization problem, is built by modeling the mobile charging station as a queuing process, the goal of the problem being to place a minimum number of temporary service centers (which may have one or more mobile charging stations) to minimize operating costs and the charger capacity of the mobile charging station so that the service offered is efficient. The temporary locations obtained are in areas with no or few fixed charging stations, making the mobile station infrastructure complementary to the fixed charging station infrastructure. The temporary location operational mode, compared to current moving operational mode, is more efficient, having a small miss ratio, short mean response time and short mean queuing time.

1 February 2009 in European Journal of Operational Research
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Journal Article
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Cristinca FulgaCristinca Fulga
Cristinca Fulga
Vasile PredaVasile Preda
Vasile Preda

1 August 2014 in Physica A: Statistical Mechanics and its Applications
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Journal Article
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Vasile PredaVasile Preda
Vasile Preda
Silvia DeduSilvia Dedu
Silvia Dedu
MSMuhammad Sheraz
Muhammad Sheraz

1 October 2015 in Physica A: Statistical Mechanics and its Applications
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Journal Article
Closed access
Vasile PredaVasile Preda
Vasile Preda
Silvia DeduSilvia Dedu
Silvia Dedu
CGCarmen Adriana Gheorghe
Carmen Adriana Gheorghe

1 February 1999 in Journal of Optimization Theory and Applications
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Journal Article
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Vasile PredaVasile Preda
Vasile Preda
ICI. Chiţescu
I. Chiţescu