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Desarrollo de la habilidad numérica inicial: aportes desde la psicología cognitiva a la educación matemática inicial 初级数字技能的发展:认知心理学对初级数学教育的贡献
IF 0.5 4区 教育学 Q4 Social Sciences Pub Date : 2021-11-30 DOI: 10.12802/relime.21.2433
Christian Peake, Valentina Alarcón, V. Herrera, Karina Morales
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引用次数: 0
Las relaciones entre entidades componentes del valor posicional y su didáctica 构成位置价值的实体之间的关系及其教学
IF 0.5 4区 教育学 Q4 Social Sciences Pub Date : 2021-11-30 DOI: 10.12802/relime.21.2432
María Herlinda Consuelo Martínez de la Mora
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引用次数: 0
Una descomposición genética preliminar del concepto de eigenvalor y eigenvector: el análisis de libros de texto como sustrato en la construcción de modelos cognitivos 特征值和特征向量概念的初步遗传分解:作为认知模型构建基础的教科书分析
IF 0.5 4区 教育学 Q4 Social Sciences Pub Date : 2021-11-30 DOI: 10.12802/relime.21.2431
Alexander Betancúr Sánchez, Solange Roa Fuentes, Silvia Juliana Ballesteros
In APOS theory (Action, Process, Object, Scheme), the design of a genetic
在APOS理论(动作、过程、对象、方案)中,基因的设计
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引用次数: 0
Revistas de corriente principal 主流杂志
IF 0.5 4区 教育学 Q4 Social Sciences Pub Date : 2021-11-30 DOI: 10.12802/relime.21.2430
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引用次数: 0
Función normativa de las prácticas asociadas a la construcción de templos antiguos 与古寺庙建设有关的做法的规范作用
IF 0.5 4区 教育学 Q4 Social Sciences Pub Date : 2021-11-30 DOI: 10.12802/relime.21.2434
Alberto Camacho Ríos
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引用次数: 0
Estudio interregional comparado de la Educación Matemática en la formación inicial del profesorado de Educación Primaria 小学初级教师教育中数学教育的区域间比较研究
IF 0.5 4区 教育学 Q4 Social Sciences Pub Date : 2021-07-31 DOI: 10.12802/relime.21.2424
Ma. Cristina Naya-Rivero, Tania F. Gómez-Sánchez, Ma. Begoña Rumbo-Arcas, María Elena Segade-Pampín
This article analyses the initial training in Mathematical Education of the Degree in Primary Education in the public universities in Spain. The aim is to study the type of mathematical knowledge defined in syllabus. For this purpose, it has been carried out a comparative study about preservice teachers' curriculum. Two comparison parameters included in the TEDS-M International report have been into account: knowledge of mathematical content and knowledge of pedagogical content. The results obtained show a high variability in the distribution of the number and nature of ECTS offered and a prevalence of the knowledge of the mathematical content in relation to the pedagogical content.
本文分析了西班牙公立大学初等教育学位数学教育的初始培养。目的是研究教学大纲中定义的数学知识类型。为此,对职前教师课程进行了比较研究。ted - m国际报告中包含的两个比较参数已被考虑在内:数学内容的知识和教学内容的知识。所获得的结果表明,在提供的ECTS的数量和性质的分布和数学内容的知识与教学内容相关的普遍性方面存在很大的可变性。
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引用次数: 1
Mathematical Modeling From The Eyes Of Preservice Teachers 职前教师眼中的数学建模
IF 0.5 4区 教育学 Q4 Social Sciences Pub Date : 2021-07-31 DOI: 10.12802/relime.21.2421
Zehra Taşpinar Şener, Yuksel Dede
Using preservice teachers’ (PTs) opinions as its base, this study seeks to shed light on the process followed by PTs in teaching mathematical modeling to middle school students. The study group was composed of 18 middle school mathematics PTs, each of whom was selected using purposeful sampling. During the research period, PTs travelled in groups to the schools where they were to perform their practicum. Lessons were video recorded, and PTs shared these recordings and their classroom experiences with their peers. As a result of the analysis, the study’s findings were grouped into four main themes: (i) opinions regarding activities, (ii) opinions regarding preservice teachers, (iii) opinions regarding students, and (iv) opinions regarding mathematics teachers. Discussion of these findings revolved around both teacher training and mathematical modeling, which then led to several recommendations being made.
本研究以职前教师的意见为基础,探讨职前教师对中学生数学建模教学的过程。研究组由18名中学数学pt组成,每个人都是通过有目的的抽样选择的。在研究期间,PTs以小组形式前往他们将要进行实习的学校。课程被录下来,学生们与他们的同伴分享这些录像和他们的课堂经验。作为分析的结果,研究结果被分为四个主题:(i)关于活动的意见,(ii)关于职前教师的意见,(iii)关于学生的意见,以及(iv)关于数学教师的意见。对这些发现的讨论围绕着教师培训和数学建模展开,然后提出了一些建议。
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引用次数: 0
Anamnesis De la Teoría de dos Indivisibles de Cavalieri 对卡瓦列里两个不可分割理论的回顾
IF 0.5 4区 教育学 Q4 Social Sciences Pub Date : 2021-07-31 DOI: 10.12802/relime.21.2422
Leonardo Solanilla Chavarro, Ana Celi Tamayo Acevedo
Within their concrete social and cultural circumstances, Cavalieri’s indivisibles make up an understandable theory seeking its symbols to explain the infinite-continuous at the dawn of European Modernity. Many of the key notions of this theory survive in today's mathematics.
在他们具体的社会和文化环境中,卡瓦列里的不可分割性构成了一种可理解的理论,寻求其符号来解释欧洲现代性曙光中的无限连续。这个理论的许多关键概念在今天的数学中仍然存在。
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引用次数: 0
Epistemología de los profesores sobre el conocimiento matemático escolar: un estudio de caso 教师对学校数学知识的认识论:一个案例研究
IF 0.5 4区 教育学 Q4 Social Sciences Pub Date : 2021-07-31 DOI: 10.12802/relime.21.2423
Karla Sepúlveda Obreque, Javier Lezama Andalón
It was sought to know the epistemology of the teachers on school mathematical knowledge. The study was framed in the Socioepistemological Theory, understanding mathematics as a human activity from epistemic relativism. This qualitative study used microscopic analysis to form categories and then dialectically analyzed those categories. The investigative interest arose when observing the influence of Eurocentrism, the mono epistemisism of the school and the absence of some knowledge in teaching. The epistemology of the teacher influences his teaching and affects the school model as a tool for change or social continuity. The results showed that teachers mostly understand mathematics as a priori knowledge, assigning to human action the role of discovering, interpreting or formalizing it.
试图了解教师对学校数学知识的认识论。这项研究以社会心理学理论为框架,从认识相对主义中将数学理解为一种人类活动。这项定性研究采用微观分析的方法形成范畴,然后辩证地分析这些范畴。当观察到欧洲中心主义的影响、学校的单一认识主义以及教学中某些知识的缺失时,人们产生了调查兴趣。教师的认识论影响着他的教学,并影响着作为变革或社会连续性工具的学校模式。结果表明,教师大多将数学理解为先验知识,并将发现、解释或形式化数学的角色分配给人类行为。
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引用次数: 1
23 Desafíos matemáticos "Debemos saber. Lo sabremos" “我们必须知道的数学挑战。知道
IF 0.5 4区 教育学 Q4 Social Sciences Pub Date : 2021-07-31 DOI: 10.12802/relime.21.2420
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引用次数: 0
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Revista Latinoamericana De Investigacion En Matematica Educativa-Relime
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