Publications

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Ordenar por: Autor Título Tipo [ Ano  (Desc)]
2009
Panitz, LM.  2009.  Geograf{\'ıa de la Salud. Boletim Gaúcho de Geografia. 35, Number 1 Abstract
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2008
de Dagnino, RS.  2008.  A Geografia de Alexander von Humboldt: Diálogos entre Arte e Complexidade. Caminhos de Geografia. 9(25) Abstract
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de Dagnino, RS.  2008.  A Geografia de Alexander von Humboldt: Diálogos entre Arte e Complexidade. Caminhos de Geografia. 9, Number 25 Abstract
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2007
Teixeira, FG, Aymone JLF.  2007.  Geração de dados para análise em elementos finitos baseado em geometria, 2007. SAE Technical Paper Series. 2007:2007-01-2895-. Abstract

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Staats, CC, Junges A, Fitarelli M, Furlaneto MC, Vainstein MH, Schrank A.  2007.  Gene inactivation mediated by Agrobacterium tumefaciens in the filamentous fungi Metarhizium anisopliae. Applied Microbiology and Biotechnology. 76:945–950., Number 4 AbstractWebsite
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2006
Hoffmann, AT, Teixeira FG, da Silva RP, da Silva TKL.  2006.  GEOMETRIA DESCRITIVA: APRENDIZAGEM BASEADA EM PROJETOS, 2006. COBENGE 2006 - XXXIV Congresso Brasileiro de Ensino de EngenhariaAnais do COBENGE 2006. :1.42-1.55., Passo FundoPasso Fundo: Ed. Universidade de Passo Fundo Abstract
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2005
Machado, MVT.  2005.  Geometric scaling in ultrahigh-energy neutrino scattering and nonlinear perturbative QCD. Physical Review D. 71:114009., Number 11: APS Abstract
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2004
Susin, C, Haas AN, Oppermann RV, Haugejorden O, Albandar JM.  2004.  Gingival recession: epidemiology and risk indicators in a representative urban Brazilian population, Oct. J Periodontol. 75:1377-86., Number 10 AbstractWebsite

BACKGROUND: Gingival recession is a common manifestation of periodontal disease, but it is also associated with other risk factors. A few studies have investigated the epidemiology and risk factors of this condition. This study describes the epidemiology of gingival recession in a representative, urban Brazilian population and assesses various risk indicators. METHODS: A representative sample of 1,460 subjects was selected using a multi-stage, probability, cluster sampling strategy. The subjects were interviewed using a structured questionnaire and had a full-mouth clinical examination in a mobile examination center. RESULTS: More than half (51.6%) and 22.0% of the individuals and 17.0% and 5.8% of teeth per individual showed gingival recession > or = 3 mm and > or = 5 mm, respectively. The prevalence, extent, and severity of recession correlated with age. Recession showed a nonlinear relationship with age, with 25 to 50 year olds showing the highest level of recession. Males aged > or = 30 years showed significantly higher prevalence and extent of gingival recession than females. The percentage of teeth with recession was significantly higher in the lower socioeconomic groups irrespective of age, and in subjects > or = 30 years of age with irregular dental care than in subjects with regular care. Using a multivariable model, cigarette smoking and presence of supragingival calculus were the factors most significantly associated with localized and generalized recession, whereas gender, dental visits, and socioeconomic status were not significant risk indicators. CONCLUSIONS: The high level of gingival recession in this Brazilian population may be primarily related to destructive periodontal disease and is significantly associated with a high level of supragingival dental calculus and cigarette smoking. Population-based programs aimed at the prevention of periodontal diseases may reduce the prevalence of severe gingival recession in this and similar populations.

Teixeira, FG, Creus GJ.  2004.  GERAÇÃO AUTOMÁTICA DE MALHA SOBRE RECORTES DE SUPERFÍCIES PARAMÉTRICAS COM GRANDE CURVATURA, 2004. XXV CILAMCE - Iberian Latin American Congress on Computational MethodsProceedings of XXV CILAMCE. CD-ROM:-., Recife Abstract
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Goncalves, VP, Machado MVT.  2004.  Geometric scaling in charm production on nucleon and nuclei. IX Hadron Physics and VII Relativistic Aspects of Nuclear Physics. 739:628–630. Abstract
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2002
Gaelzer, R, Ziebell LF, Yoon PH.  2002.  Generation of Harmonic Langmuir Mode by Beam-Plasma Instability, January. Physics of Plasmas. 9:96–110., Number 1 AbstractWebsite

In this article, numerical solutions of the generalized weak turbulence equation [P. H. Yoon, Phys. Plasmas 7, 4858 (2000)] are carried out. In the generalized weak turbulence theory, the generation of the 2pe-harmonic Langmuir mode is treated as a fundamental process in turbulent beam-plasma interaction process, in addition to, and concomitant to, the well-known nonlinear processes such as Langmuir and ion-sound mode coupling and wave-particle interactions. The present numerical analysis shows that the harmonic mode, which is a solution to a nonlinear dispersion equation, hence a “nonlinear” eigenmode, grows primarily due to an induced emission process, which is a “linear” wave-particle interaction process. The harmonic Langmuir mode generation has been observed since the late 1960s in laboratory experiments, simulations, and in space. However, adequate and quantitative theoretical explanation has not been forthcoming. The present work represents a step toward an understanding of such a phenomenon.

Haas, F.  2002.  Generalized Hamiltonian structures for Ermakov systems. J. Phys. A: Math. Gen . 35(12):2925.generalized_Hamiltonian.pdf
1999
FONSECA, P.  1999.  A Gênese Regional da "Revolução de 30". Estudos Econômicos. 29:113-127.a_genese_regional_da_revolucao_de_30.pdf
1998
L. B. Barichello, M. T. Vilhena, ZSJRCF, Cardona AV.  1998.  General Solution of One-Dimensional Approximations to the Transport Equation. Progress in Nuclear Energy. 33:99–115. Abstract
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1994
Goedert, J, Haas F, Hua D, Feix MR, Cairó L.  1994.  Generalized Hamiltonian structures for systems in three dimensions with a rescalable constant of motion. J. Phys. A: Math. Gen. 27(19):6495.generalized_Hamiltonian_structures.pdf
1993
Barichello, LB, Vilhena MT.  1993.  A General Analytical Approach to the One group, One-Dimensional Transport Equation. Kerntechnik. 58:182–184. Abstract
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