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12篇 您的检索式:作者名="Othmani"
    题名 作者 年代 出处 被引量
1The Geochemical Behaviour of Mine Tailings from the Touiref Pb–Zn District in Tunisia in Weathering Cells Leaching Tests显示文摘Mohamed Ali Othmani Fouad Souissi Mostafa Benzaazoua Hassan Bouzahzah Bruno Bussiere Abdelbaki Mansouri 2013Mine Water and the Environment2013,,1:1
2Three dimensional fractal analysis of sheet metal surfaces 显示文摘Kaminsky C Othmani A 1998Wear1998,214,2:1
3Sedimentation rates and pollution history of the eastern Mediterranean sea,Syrian coast显示文摘OTHMANI ALMASRIMS AL RAYYESAH 2000Science of the Total Environment2000,248,1:1
4Variation in germination and ion uptake in barley genotypes under salinity conditions显示文摘OthmanY Al-Karaki G Al-TawahaAR 2006World Journal of Agricultural Sciences2006,2,1:1
5Single tree species classification from Terrestrial Laser Scanning data for forest inventory显示文摘OTHMANI A VOON L F C L Y STOLZ C 2013Pattern Recognition Letters2013,34,16:1
6Three dimensional fractal analysis of sheet metal surfaces显示文摘OTHMANI A KAMINSKY C 1998Wear1998,214,2:1
7variationsofhorizontalstiffnessoflaminatedrubberbearingsusingnewboundaryconditions显示文摘RAVARIAK OTHMANI IBRAHIM Z etal 2011ScientificResearchandEssays2011,6,14:1
8Nanocrystals of CdS dispersed in a Sol - gel silica glass:optical properties 显示文摘 PLENET J C BERSTEIN E 1994Journal of Crystal Growth1994,144,:1
9Surface modification of zinc-containing hydroxyapatite by tartaric acid显示文摘Thouraya Turki Masseoud Othmani Christophe Goze Bac Férid Rachdi Khaled Bouzouita 2013Applied Surface Science2013,,:1
10Evaluation of the Decision Support Systems显示文摘Jallal Manar Bouhaji Mouna Ait Moudden Naima Housbane Samy Serhier Zineb Bennani Othmani Mohammed 2017通讯和计算机(中英文版)2017,14,3:0
11Semantic Repositories in the Interoperability of Health Information Systems显示文摘Jallal Manar Bouhaji Mouna Ait Moudden Naima Housbane Samy Serhier Zineb Bennani Othmani Mohammed 2017通讯和计算机(中英文版)2017,14,1:0
12Uncertainty Principles for the Generalized Fourier Transform Associated with Spherical Mean Operator显示文摘The aim of this paper is to establish an extension of qualitative and quantitative uncertainty principles for the Fourier transform connected with the spherical mean operator.Hatem Mejjaoli Youssef Othmani 2013Analysis in Theory and Applications2013,29,4:0
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