9 resultados para Notebook

em Universidade Federal do Rio Grande do Norte(UFRN)


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The present paper is a doctorate thesis, in the area of Education, that has as a goal to describe and to reflect on the construction/systematization of a relation between family and institution of Childhood Education, in favor of sharing the care and education actions of children, in the context of creation of a County Center of Childhood Education, located in the city of Natal-RN. Our intension with this paper is to share some of the ideas and actions collectively constructed by this experience, with the intention of bringing a contribution for the thematic debates concerning Childhood Education - as modality of education, in a general way; and the relations between families and Institutions of Childhood Education, in a more specific way. The paper presented here is endorsed by the postulates of the qualitative research with characteristics of a research-action, having as main instruments of the data construction the open or half-structuralized interviews, the personal notebook of registers, the participant s index cards characterizing the children and comments. Authors as Aries (1981); Bassedas, Huguet and Solé (1999); Bhering and Blatchford (1999); Brasil (1998); Bujes (2001); Didonet (2002 - 2003); Formosinho (2007); Gómez (2000); Heywood (2004); Kramer (2005); Marchesi and Martín (2003); Marschal and Zohar (2006); Thiollent (2004); Tiriba (2006), amongst others, had theoretically based this paper. The experience described here points to the possibilities of sharing the care and education actions between family and Institution of Childhood Education, emphasizing the relevance of participative praxis in the interior of the institution, so that its job can propitiate this sharing with the families, throughout activities as meetings, lectures, workshops, participation in didactic projects, open expositions to the community, commemorative parties and valuation of the local culture, amongst other chances of dialogue and interaction between the educative institution and the families

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We propose a new approach to reduction and abstraction of visual information for robotics vision applications. Basically, we propose to use a multi-resolution representation in combination with a moving fovea for reducing the amount of information from an image. We introduce the mathematical formalization of the moving fovea approach and mapping functions that help to use this model. Two indexes (resolution and cost) are proposed that can be useful to choose the proposed model variables. With this new theoretical approach, it is possible to apply several filters, to calculate disparity and to obtain motion analysis in real time (less than 33ms to process an image pair at a notebook AMD Turion Dual Core 2GHz). As the main result, most of time, the moving fovea allows the robot not to perform physical motion of its robotics devices to keep a possible region of interest visible in both images. We validate the proposed model with experimental results

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This study is qualitative, including literature search and preparation of teaching materials. Your goal is to report the study of geometric problems of character presented in the application of trigonometry and work on the preparation of detailed activities that help in overcoming these difficulties. For this, we read some papers on teaching and learning of trigonometry in order to identify the difficulties encountered during their journey. Then separate the geometric difficulties of character and prepare a list of geometric content and procedures associated with them. Thus, we can organize a notebook with activities that would address most of these concepts. Finally we present the specification of activities called Activity on introductory concepts to the study of trigonometry

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This paper aims to describe the construction and validation of a notebook of activities whose content is a didactic sequence that makes use of the study of ancient numbering systems as compared to the object of our decimal positional numbering system Arabic. This is on the assumption that the comparison with a system different from our own might provide a better understanding of our own numbering system, but also help in the process of arithmetic operations of addition, subtraction and multiplication, since it will force us to think in ways that are not routinely object of our attention. The systems covered in the study were the Egyptian hieroglyphic system of numbering, the numbering system Greek alphabet and Roman numbering system, always compared to our numbering system. The following teachung is presented structured in the form of our activities, so-called exercise set and common tasks around a former same numbering system. In its final stage of preparation, the sequence with the participation of 26 primary school teachers of basic education

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This paper aims to build a notebook of activities that can help the teacher of elementary school mathematics. Topics covered are arithmetic and geometry and the activities proposed here were developed aiming print them a multicultural character. We take as a base line developed by Claudia Zaslavsky multiculturalism and reflected in his books "Games and activities worldwide" and "More games and activities worldwide." We structure our work around four themes: the symbol of the Olympic Games, the pyramids of Egypt, the Russian abacus abacus and Chinese. The first two themes allow you to explore basic concepts of geometry while the latter two themes allow us to explore numerical notation and arithmetic operations

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This work presents a proposal to build a Mathematics Teaching Laboratory (MTL) whose main theme is the study, construction and use of instruments for navigation and location of mathematical content in an interdisciplinary way approach, and develop a notebook of activities focused on navigational instruments. For this it was necessary a literature review to understand the different conceptions of MTL and its pedagogical implications. The methodology used was literature research, construction and handling of instruments, and pedagogical experimentation. Lorenzato (2006) highlights the importance of an environment and suitable for a professional who can do a good job instruments. The implementation of an LEM can find some obstacles. The lack of support from other teachers or the management, the lack of a suitable place to store the materials produced, the lack of time in the workload of the teacher to prepare the lab activity, etc. Even in unfavorable or adverse conditions, according Lorenzato (2006), its implementation will benefit teachers and students. The lack of teacher training in their initial and continuing education, to use materials, and the lack of manuals with lab activities are also mentioned as factors that keep teachers from MTL. With propóposito assist the teacher of elementary or middle school in building a theme MTL prepared and we are providing a notebook of activities that provides a didactic sequence involving History and Mathematics. The book consists of four accompanied by suggestions for teachers activities, however the teacher has full autonomy to adapt the activities to the reality of your school. Among the instruments of navigation presented in this study chose to build the quadrant due to its simplicity, low cost of material and great teaching potential that this instrument has. But a theme lab is always being built and rebuilt as it is a research environment

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The present work aims to show a possible relationship between the use of the History of Mathematics and Information and Communication Technologies (TIC) in teaching Mathematics through activities that use geometric constructions of the “Geometry of the Compass” (1797) by Lorenzo Mascheroni (1750-1800). For this, it was performed a qualitative research characterized by an historical exploration of bibliographical character followed by an empirical intervention based on use of the History of Mathematics combined with TIC through Mathematical Investigation. Thus, studies were performed in papers dealing with the topic, as well as a survey to highlight problems and /or episodes of the history of mathematics that can be solved with the help of TIC, allowing the production of a notebook of activities addressing the resolution of historical problems in a computer environment. In this search, we came across the problems of geometry that are presented by Mascheroni stated previously in the work that we propose solutions and investigations using GeoGebra software. The research resulted in the elaboration of an educational product, a notebook of activities, which was structure to allow during its implementation, students can conduct historical and/or Mathematics research, therefore, we present the procedures for realization of each construction, followed at some moments by original solution of the work. At the same time, we encourage students to investigate/reflect its construction (GeoGebra), in addition to making comparisons with the solution Mascheroni. This notebook was applied to two classes of the course of Didactics of Mathematics I (MAT0367) Course in Mathematics UFRN in 2014. Knowing the existence of some unfavorable arguments regarding the use of history of mathematics, such as loss of time, it was found that this factor can be mitigated with the aid of computational resource, because we can make checks using only the dynamism of and software without repeating the construction. It is noteworthy that the minimized time does not mean loss of reflection or maturation of ideas, when we adopted the process of historical and/or Mathematics Investigation

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This research has been the aim understanding the senses that managers attribute to school management of the Child Education from his owner teacher high degree formation and his professional culture. The need to research about the sense attributed to the school management of the Child Education by the managers could be considered as contribute to school management studies in the manager team perspective itself. It depart from idea that attributed senses reveal the reinvention process of the professional culture those escape from a regard less attentive and take divers forms, been construct and reconstruct in the social interactions in the live quotidian of school community. The empirical investigation has developed in the Centro Municipal de Educação Infantil (CMEI) Marilanda Bezerra, located in Natal city (RN), during the years of 2012-2013. The methodology is endorsed in the qualitative approach with character of an ethnography type research in education having as main information’s construction tools the semi structured comprehensive interview. This permit (by the interlocutor’s oral discourse) the interpretation of the senses and values selfattributed to hers actions, the personal notebook of ground registers, the record of the interpretative analysis, the evolutionary plans and the participant observation. It distinguish auteurs as Jean-Claude Kaufmann, Adir Ferreira, Sônia Kramer, Álvaro Marchesi, Júlia Oliveira-Formosinho, Maurice Tardif, Telmo Caria, Andy Hargreaves; those supported this paper theoretically and methodologically. The analysis and the experience interpretation point to the possibilities of sharing actions of the Child Education unity with the community, featuring the importance of a participant and collaborative school management practice of the CMEI, highlight the value of this school management possibilities more horizontal and interactive in an essay of constitute a democratic and critical space to the professional culture, with a decisive participation of the managers team. This educational manager form has demonstrated sensibility, creativity, innovation and the possibility of social transformation through institutional action and Child Education teacher’s practices, cohabiting with the challenges, the dilemmas and the problems of work quotidian and the lacunas of a fragmentary formation.

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Cephalometric analysis is the mensuration of linear and angular measures through demarcation points as distances and lines on teleradiography, and is considered of fundamental importance for diagnosis and orthodontic planning. In this manner, the objective of this research was to compare cephalometric measurements obtained by dentists and radiologists from the analysis of the same radiograph, in a computerized cephalometric analysis program. All research participants marked 18 cephalometric points on a 14-inch notebook computer, as directed by the program itself (Radiocef 2®). From there, they generated 14 cephalometric parameters including skeletal, dental-skeletal, dental and soft tissue. In order to verify the intra-examiner agreement, 10 professionals from each group repeated the marking of the points with a minimum interval of eight days between the two markings. The intra-group variability was calculated based on the coefficients of variation (CV). The comparison between groups was performed using the Student t-test for normally distributed variables, and using the Mann-Whitney test for those with non-normal distribution. In the group of orthodontists, the measurements of Pog and 1-NB, SL, S-Ls Line, S-Li Line and 1.NB showed high internal variability. In the group of radiologists, the same occurred with the values of Pog and 1-NB, S-Ls Line, S-Li Line and 1.NA. In the comparison between groups, all the analyzed linear values and two angular values showed statistically significant differences between radiologists and dentists (p <0.05). According to the results, the interexaminer error in cephalometric analysis requires more attention, but does not come from a specific class of specialists, being either dentists or radiologists.