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16篇 您的检索式:作者名="Ibris"
    题名 作者 年代 出处 被引量
1XPS study of the Li intercalation process in sol-gel-produced V2O5 thin film : influence of substrate and film synthesis modification 显示文摘Ibris N Salvi A M Liberatore M 2005Surf Interface Anal2005,37,:1
2Application of dynamic neural networks in the modeling of drug release from polyethylene oxide matrix tablets显示文摘Jelena Petrovi? Svetlana Ibri? Gabriele Betz Jelena Paroj?i? Zorica ?uri? 2009European Journal of Pharmaceutical Sciences2009,,2:1
3A multi-agent approach for integrated emergency vehicle dispatching and covering problem显示文摘IBRI S NOURELFATH M DRIAS H 2012Engineering Applications of Artificial Intelligence2012,25,3:1
4M ol ecu ardet ec- tion and genoty ping of human papil lomavi rus in cervical caren oma biopsies in an area of high in ciden ce of cancer t romM oroecan women显示文摘Khai r MM Mz ibri ME Mhand RA etal 2009J Med ViroI2009,81,4:1
5Application of mixture experimental design in the formulation and optimization of matrix tablets containing carbomer and hydroxypropylmethylcellulose 显示文摘Petrovic A Cvetkovic N Ibri S 2009Arch Pharm Res2009,32,12:1
6EIS study of Ti and its alloys in biological media 显示文摘Ibris Nelut Claudia Julia Rosca Mirza 2002Journal of Electroanalytical Chemistry2002,526,:1
7Modelling of diclofenac sodium diffusion from swellable and water-soluble polyethy- lene oxide matriees显示文摘Petrovie J Jockovie J Ibrie S 2009J Pharm Pharmaeol2009,61,11:1
8A multi-agent approach for integrated emergency vehicle dispatching and covering problem显示文摘Ibri S Nourelfath M Drias H 2011Engineering Applications of Artificial Intelligence2011,,10:1
9Comparative EIS study of a paste electrode containing zinc powder in neutral and near neutral solutions 显示文摘Ibris N Mirza- Rosca J C Santana A 2002Solid State Electro- chemistry2002,6,2:1
10Ultra-short pulsed laser deposition of thin silver films for surface enhanced Raman scattering显示文摘A. De Bonis A. Galasso N. Ibris M. Sansone A. Santagata R. Teghil 2012Surface & Coatings Technology2012,,:1
11A multi-agent ap- proach for integrated emergency vehicle dispatching and covering prob- lem显示文摘Sarah Ibri Mustapha Nourelfath Habiba Drias 2012Engineering Applications of Artificial Intelligence2012,25,3:1
12A multi-agent approach for integrated emergency vehicle dispatching and covering problem 显示文摘IBRI S NOURELFATH M DRIAS H 2012Engineering Applications of Artificial Intelligence2012,25,3:1
13A multi-agent ap- proach for integrated emergency vehicle dispatching and cov- eting problem显示文摘Ibri S Nourelfath M Drias H 2012Engineering Applications of Artificial In- teUigence2012,25,3:1
14Tablet disintegration and drug dissolution in viscous media: Paracetamol IR tablets显示文摘Parojci J Vasiljevi D Ibri S 2008Int J Pharm2008,355,1:1
15EIS study of Ti and its alloys in biological media显示文摘IBRIS N ROSCA J C M 2002Journal of Electroanalytical Chemistry2002,526,:1
16Practical Application of Out-of-Kilter Algorithm显示文摘The algorithm under this name, together with the variants, is a method that solves the problems of optimal flow and costs. Examples of such problems are planning and procurement, scheduling by contractors, distribution and supply systems, transport on the road or rail network, electricity transmission, computer and telecommunications networks, pipe transmission systems (water, oil, …), and the like. The main goal of any business organization is to increase profits and satisfy its customers. Because business is an integral part of our environment, their goals will be limited by certain environmental factors and economic conditions. The out-of-kilter algorithm is used to solve a complex allocation problem involving interactive and conflicting personal choices subject to interactive resource constraints. The paper presents an example of successful use of this algorithm and proposes an extension to the areas of corporate and social planning. Customer demand, warehousing, and factory capacity were used as input for the model. First, we propose a linear programming approach to determine the optimal distribution pattern to reduce overall distribution costs. The proposed model of linear programming is solved by the standard simplex algorithm and the Excel-solver program. It is noticed that the proposed model of linear programming is suitable for finding the optimal distribution pattern and total minimum costs.Irma Ibrišimović Zoran Jasak Aldijana Omerović ElvirČajić 2023Chinese Business Review2023,22,2:0
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