Publications

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Forthcoming
Submitted
Ziegelmann, FA, et al.  Submitted.  Multi-Level Feature-based FORecast Model Selection.
de Sampaio Dagnino, R, WEBER EJ, Panitz LM.  Submitted.  Monitoramento do Coronav{\'ırus (Covid-19) nos munic{\'ıpios do Rio Grande do Sul, Brasil. : SocArXiv Abstract
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2025
Kuchenbecker, AS, Torrent HS, Ziegelmann FA.  2025.  Measuring and explaining efficiency of pre-vaccine country responses to COVID-19 pandemic: a conditional robust nonparametric approach. Empirical Economics. 68:107-137.
Ferreira, GAT, Cherchigli ML, Val M, Pilecco FB.  2025.  Mortality trends among Indigenous women of reproductive age in Brazil: a time series analysis. The Lancet Regional Health - Americas. 48:101183.Website
2024
2023
Siqueira, M, Melo T, Duarte Jr. S, Baiocco L, Ferrari CG, Lopes N.  2023.  Many hands on this study: Development of a metonymy comprehension task. DELTA. Documentação de Estudos em Lingüística Teórica e Aplicada. 39(3):1-28.2023. Siqueira, Melo, Duarte Jr., Baiocco, Ferrari, Lopes.pdfWebsite
Siqueira, M, Ferrari CG, Tota F, da da Silva Tavares VR.  2023.  Metáfora e argumentação em tweets sobre medidas preventivas para a Covid-19. Signo. 49(91):42-57.2023. Siqueira, Ferrari, Tota, Silva Tavares.pdfWebsite
Presotto, L, Siqueira M.  2023.  Metaphor Awareness Raising in Additional Language: Comprehension and Teaching Issues. Portuguese as an Additional Language (PAL): Research-Informed Pedagogical Approaches. : Lexington Books
Cintra, RF, Valk M, Filho DM.  2023.  A model-free-based control chart for batch process using U-statistics. Journal of Process Control. Website
Popik, B, Luft JG, Knak Guerra KT, De Oliveira Alvares L.  2023.  Molecular mechanisms underpinning deconditioning-update in fear memory.. Hippocampus.
da Silva Camargo, M, Geremia F, Sbaraini N, Staats CC, Filho MS, Schrank A.  2023.  Molecular characterization of a novel victorivirus (order Ghabrivirales, family Totiviridae) infecting Metarhizium anisopliae. Archives of Virology. 168, Number 3 AbstractWebsite
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2022
Muller, WA, Sarkis JR, Marczak LDF, Muniz AR.  2022.  Molecular dynamics insights on temperature and pressure effects on electroporation. Biochimica et Biophysica Acta (BBA) - Biomembranes. 1864(12):184049.
Muller, WA, Sarkis JR, Marczak LDF, Muniz AR.  2022.  Molecular dynamics study of the effects of static and oscillating electric fields in ovalbumin. Innovative Food Science & Emerging Technologies. 75:102911.
Kinskovski, UP, Staats CC.  2022.  Manganese and fungal pathogens: Metabolism and potential association with virulence. Fungal Biology Reviews. 42:69–73. AbstractWebsite
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Weber, EJ, SILVEIRA PG, de Dagnino RS.  2022.  Mapeando para conhecer: onde estão os alunos do Campus Litoral? Abstract
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Peyré-Tartaruga, LA, Boccia G, Feijó Martins V, Zoppirolli C, Bortolan L, Pellegrini B.  2022.  Margins of stability and trunk coordination during Nordic walking. Journal of Biomechanics. 134 AbstractWebsite
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Melo, OUM, Tartaruga MP, de Borba EF, Boullosa D, da Silva ES, Bernardo RT, Coimbra R, Oliveira HB, da Rosa RG, Peyré-Tartaruga LA.  2022.  Modelling 5-km Running Performance on Level and Hilly Terrains in Recreational Runners. Biology. 11, Number 5 AbstractWebsite
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2021
Carpi Junior, S, Dagnino RS.  2021.  Mapeamento ambiental participativo (MAP): experiências de aplicação na formação acadêmica e aperfeiçoamento profissional. Mapeamento participativo e cartografia social: aspectos conceituais e trajetórias de pesquisa. , Rio de Janeiro: IVIDEScarpi_junior_dagnino_parte_ii_mpcs_ch8.pdf
Gavronski, P, Ziegelmann FA.  2021.  Measuring systemic risk via GAS models and extreme value theory: Revisiting the 2007 financial crisis. Finance Research Letters. 38:101498.
Moresco, M, Righi M, Horta E.  2021.  Minkowski gauges and deviation measures. : arXiv Preprint Abstract

We propose to derive deviation measures through the Minkowski gauge of a given set of acceptable positions. We show that given a suitable acceptance set, any positive homogeneous deviation measure can be accommodated in our framework. In doing so, we provide a new interpretation for such measures, namely, that they quantify how much one must shrink a position for it to become acceptable. In particular, the Minkowski gauge of a set which is convex, stable under scalar addition, and radially bounded at non-constants, is a generalized deviation measure. Furthermore, we explore the relations existing between mathematical and financial properties attributable to an acceptance set on the one hand, and the corresponding properties of the induced measure on the other. Dual characterizations in terms of polar sets and support functionals are provided.