Os movimentos matemática moderna: compreensões e perspectivas a partir da análise da obra Matemática - Curso Ginasial do SMSG

Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)

Um estudo global de campos de vetores planares

Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)

A cultura ribeirinha entre o saber local e o saber global numa visão etnomatemática

Esta dissertação é o resultado de uma pesquisa que teve como objetivo analisar como um grupo de ribeirinhos, moradores da ilha João Pilatos (Ananindeua - PA), relaciona os conhecimentos ministrados no curso de formação para empreendedores rurais com os conhecimentos que possui da tradição ribeirinha e, em especial, os conhecimentos matemáticos. A parte empírica dessa pesquisa aconteceu em dois lugares e em momentos diferentes: o primeiro deles ocorreu na ilha João Pilatos, onde foram coletadas informações sobre o histórico das comunidades existentes na ilha, sobre os afazeres do cotidiano e sobre as práticas de pesca, de plantio, de coleta na floresta, de preparação do carvão e sobre a comercialização desses produtos. Nesse momento, os únicos recursos utilizados foram caderno e caneta para anotações e a técnica da escuta e do diálogo. O segundo momento ocorreu no curso de formação para empreendedores rurais ministrado pelo SENAR (Serviço Nacional de Aprendizagem Rural). Nesse local, minha participação no grupo estava restrita a escutar e olhar os gestos e expressões faciais de todos os presentes. Em função disso, a observação seguida de anotações foram as técnicas utilizadas durante esse período. Após o curso, foram realizadas entrevistas semi-estruturadas com os sujeitos dessa pesquisa com o objetivo de complementar as anotações feitas durante o curso. A Sociologia e a Etnomatemática foram as bases teóricas utilizadas na organização e análise das informações de campo. No campo da sociologia, busquei Antony Giddens, Renato Ortiz e Georges Balandier para analisar o fenômeno da globalização econômica e social sobre a cultura ribeirinha e Berger & Luckmann com a sua teoria "A construção social da realidade" para analisar o cotidiano e a produção de conhecimento na vida cotidiana. No campo da Etnomatemática, utilizei a Etnomatemática numa abordagem D'Ambrosiana e as pesquisas da área. Ao final das análises, no que diz respeito à matemática, percebi que ter domínio sobre os cálculos e fórmulas dessa área do conhecimento não era condição suficiente para que os sujeitos da pesquisa alcançassem o objetivo do curso, uma vez que tanto para os empreendedores quanto para os ribeirinhos a matemática era uma forma de ver e explicar o mundo que tinha significados específicos de cada contexto. A partir desse conflito cultural, é possível indicar que os sujeitos da pesquisa atingiriam o objetivo do curso e estabeleceriam o maior número de relações entre a matemática escolar e os saberes da tradição se a matemática estudada, no curso, fosse ressignificada no contexto ribeirinho. Como consequência da primeira análise, também é possível concluir que, mediante a concepção atualmente existente no ambiente escolar que separa e não apenas distingue os valores culturais, que considera a produção de conhecimentos proveniente apenas de ambientes acadêmicos científicos e que esses tipos de conhecimentos devem ser socializados de forma disciplinar, as possibilidades de um maior número de relações entre os saberes da tradição cultural e da tradição científica têm mais chances de ocorrer em ambientes não escolares.

Construção, caracterização global e local de redes biológicas

A Biologia Sistêmica visa a compreensão da vida através de modelos integrativos que enfatizem as interações entre os diferentes agentes biológicos. O objetivo é buscar por leis universais, não nas partes componentes dos sistemas mas sim nos padrões de interação dos elementos constituintes. As redes complexas biológicas são uma poderosa abstração matemática que permite a representação de grandes volumes de dados e a posterior formulação de hipóteses biológicas. Nesta tese apresentamos as redes biológicas integradas que incluem interações oriundas do metabolismo, interação física de proteínas e regulação. Discutimos sua construção e ferramentas para sua análise global e local. Apresentamos também resultados do uso de ferramentas de aprendizado de máquina que nos permitem compreender a relação entre propriedades topológicas e a essencialidade gênica e a previsão de genes mórbidos e alvos para drogas em humanos

Professores que ensinam matemática e a inclusão escolar: algumas apreensões

Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES)

A matemática dos sistemas de localização por satélites

Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES)

A matemática e o GPS

Pós-graduação em Matemática - IBILCE

Uma, nove ou dez narrativas sobre as licenciaturas em ciências e matemática em Mato Grosso do Sul

Pós-graduação em Educação Matemática - IGCE

On the decorrelation filtering of RL05 GRACE data for global applications

In autumn 2012, the new release 05 (RL05) of monthly geopotencial spherical harmonics Stokes coefficients (SC) from GRACE (Gravity Recovery and Climate Experiment) mission was published. This release reduces the noise in high degree and order SC, but they still need to be filtered. One of the most common filtering processing is the combination of decorrelation and Gaussian filters. Both of them are parameters dependent and must be tuned by the users. Previous studies have analyzed the parameters choice for the RL05 GRACE data for oceanic applications, and for RL04 data for global application. This study updates the latter for RL05 data extending the statistics analysis. The choice of the parameters of the decorrelation filter has been optimized to: (1) balance the noise reduction and the geophysical signal attenuation produced by the filtering process; (2) minimize the differences between GRACE and model-based data; (3) maximize the ratio of variability between continents and oceans. The Gaussian filter has been optimized following the latter criteria. Besides, an anisotropic filter, the fan filter, has been analyzed as an alternative to the Gauss filter, producing better statistics.

PipX, the coactivator of NtcA, is a global regulator in cyanobacteria

To modulate the expression of genes involved in nitrogen assimilation, the cyanobacterial PII-interacting protein X (PipX) interacts with the global transcriptional regulator NtcA and the signal transduction protein PII, a protein found in all three domains of life as an integrator of signals of the nitrogen and carbon balance. PipX can form alternate complexes with NtcA and PII, and these interactions are stimulated and inhibited, respectively, by 2-oxoglutarate, providing a mechanistic link between PII signaling and NtcA-regulated gene expression. Here, we demonstrate that PipX is involved in a much wider interaction network. The effect of pipX alleles on transcript levels was studied by RNA sequencing of S. elongatus strains grown in the presence of either nitrate or ammonium, followed by multivariate analyses of relevant mutant/control comparisons. As a result of this process, 222 genes were classified into six coherent groups of differentially regulated genes, two of which, containing either NtcA-activated or NtcA-repressed genes, provided further insights into the function of NtcA–PipX complexes. The remaining four groups suggest the involvement of PipX in at least three NtcA-independent regulatory pathways. Our results pave the way to uncover new regulatory interactions and mechanisms in the control of gene expression in cyanobacteria.

Física do meio ambiente como disciplina nas licenciaturas em física: proposta de uma unidade didática para ensinar efeito estufa e aquecimento global

In this dissertation we propose a Teaching Unit of Physics to teach content through environmental discussions of the greenhouse effect and global warming. This teaching unit is based on a problem-methodological intervention from the application of the method of the Arch of Charles Maguerez. The methodological foundations of the thesis are embedded in action research and this is structured in five chapters: the first chapter deals with the Physical Environment (FMA) as a subject in Degree Courses in Physics in Brazil, bringing the concern of how this discipline has been taught. We started the first chapter explaining the reasons behind the inclusion of the discipline of Physical Environment in a Physics Degree Courses. Then we did a search on the websites of Institutions of Higher Education, to know of the existence or not of this discipline on curricular. We then analyzed the menus to see what bibliographies are being adopted and what content of Physics are being worked, and how it has been done. The courses surveyed were those of Federal and Federal Institutes Universities. Thus ended the first chapter. Given the inseparability between studies in Physics Teaching and studies on competencies, skills and significant learning, wrote the second chapter. In this chapter we discuss the challenge of converting information into knowledge. Initially on initial teacher training, because even if this is not our focus, the study is a discipline on the upper reaches, therefore, offered to future teachers. Then we talked about the culture of knowledge, where we emphasize the use of a teaching approach that promotes meanings taught by content and make sense to the student. We finished the third chapter, making some considerations on skills and abilities, in order to identify what skills and competencies were developed and worked during and after the implementation of Curriculum Unit. The third chapter is the result of a literature review and study of the radioactive EarthSun interaction. The subjects researched approach from the generation of energy in the sun to topics stain solar coronal mass ejections, solar wind, black body radiation, Wien displacement law, Stefan-Boltzmann Law, greenhouse effect and global warming. This chapter deals with material support for the teacher of the aforementioned discipline. The fourth chapter talks about the arc method of Charles Maguerez; Here we explain the structure of each of the five steps of the Arc and how to use them in teaching. We also show another version of this method adapted by Bordenave. In the fifth and final chapter brought a description of how the method of Arc was used in physics classes of Environment, with students majoring in Physics IFRN Campus Santa Cruz. Here, in this chapter, a transcript of classes to show how was the application of a problem-based methodology in the teaching of content proposed for Physics Teaching Unit from the environmental discussion about the greenhouse effect and global warming phenomena

Atividades de matemática e de ciências no horto de Amato Lusitano

Relatório de Estágio apresentado à Escola Superior de Educação do Instituto Politécnico de Castelo Branco para cumprimento dos requisitos necessários à obtenção do grau de Mestre em Educação Pré- Escolar e Ensino do 1.º Ciclo do Ensino Básico.

Modelagem matemática para o transporte de partículas sujeitas a múltiplos mecanismos de retenção

Discrepancies between classical model predictions and experimental data for deep bed filtration have been reported by various authors. In order to understand these discrepancies, an analytic continuum model for deep bed filtration is proposed. In this model, a filter coefficient is attributed to each distinct retention mechanism (straining, diffusion, gravity interception, etc.). It was shown that these coefficients generally cannot be merged into an effective filter coefficient, as considered in the classical model. Furthermore, the derived analytic solutions for the proposed model were applied for fitting experimental data, and a very good agreement between experimental data and proposed model predictions were obtained. Comparison of the obtained results with empirical correlations allowed identifying the dominant retention mechanisms. In addition, it was shown that the larger the ratio of particle to pore sizes, the more intensive the straining mechanism and the larger the discrepancies between experimental data and classical model predictions. The classical model and proposed model were compared via statistical analysis. The obtained p values allow concluding that the proposed model should be preferred especially when straining plays an important role. In addition, deep bed filtration with finite retention capacity was studied. This work also involves the study of filtration of particles through porous media with a finite capacity of filtration. It was observed, in this case, that is necessary to consider changes in the boundary conditions through time evolution. It was obtained a solution for such a model using different functions of filtration coefficients. Besides that, it was shown how to build a solution for any filtration coefficient. It was seen that, even considering the same filtration coefficient, the classic model and the one here propposed, show different predictions for the concentration of particles retained in the porous media and for the suspended particles at the exit of the media

Convergence Of Soil Nitrogen Isotopes Across Global Climate Gradients.

Quantifying global patterns of terrestrial nitrogen (N) cycling is central to predicting future patterns of primary productivity, carbon sequestration, nutrient fluxes to aquatic systems, and climate forcing. With limited direct measures of soil N cycling at the global scale, syntheses of the (15)N:(14)N ratio of soil organic matter across climate gradients provide key insights into understanding global patterns of N cycling. In synthesizing data from over 6000 soil samples, we show strong global relationships among soil N isotopes, mean annual temperature (MAT), mean annual precipitation (MAP), and the concentrations of organic carbon and clay in soil. In both hot ecosystems and dry ecosystems, soil organic matter was more enriched in (15)N than in corresponding cold ecosystems or wet ecosystems. Below a MAT of 9.8°C, soil δ(15)N was invariant with MAT. At the global scale, soil organic C concentrations also declined with increasing MAT and decreasing MAP. After standardizing for variation among mineral soils in soil C and clay concentrations, soil δ(15)N showed no consistent trends across global climate and latitudinal gradients. Our analyses could place new constraints on interpretations of patterns of ecosystem N cycling and global budgets of gaseous N loss.