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On theories in mathematics education and their conceptual differences. Mathematics Education and Popularization of Mathematics.
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International Congress of Mathematicians. World Scientific Publishing Co. Teaching and learning algebra or something else: Working together to make sense of similarities and differences between theories and understanding oneself. A cultural-historical approach to teaching and learning: The theory of objectification.
PNA12 2 The emergence of symbolic algebraic thinking in primary school. The global evolution of an emerging field of research and practice pp. Monterre in mathematics education research.
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Semiotics in mathematics education research pp. Sociocultural perspectives on semiosis. Introduction to Part 1. The Classroom Constitution of Mathematical Subjects. Topic Study Group No. Semiotics in Mathematics Education.
The question of their growth, connectivity, and affinity. La matematica e la sua didattica, 25 2 The multimodal material mind: Embodiment in mathematics education. Alienation in mathematics education: La matematica e la sua didattica, Anno 25, n. Mathematics Education as a Matter of Labor.
Encyclopedia of Educational Philosophy and Theory. Mathematics education philosophy and theory. Mathematics and Mathematics classroom activity through the lens of a metaphor.
The theory of objectification and its place among sociocultural research in mathematics education.
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The epistemic, the cognitive, the human: ZDM Mathematics Education, 48, Towards a culturally meaningful history of concepts and the organization of mathematics teaching activity. The ethic of semiosis and the classroom constitution of mathematical subjects. Topic Study Group Hamburg, Germany, July Language in mathematics education research. The journey continues pp. On alienation in the mathematics classroom.
International Journal of Educational Research, 79, Semiotics in mathematics education. Epistemology as a research category in mathematics teaching and learnig.
Approaches and issues pp. Ciudad de Santiago de Guatemala: Imprenta de Ignacio Jacobo de Beteta. Gestures, un allowable hints, and the unsayable matter. Methodological Aspects of the Theory of Objectification. The Epistemological Foundations of the Theory of Objectification. Rhythm as an Integral Part of Mathematical Thinking.
Essays on Mathematical Cognition and Mathematical Method pp.
Of love, frustration, and mathematics: A Cultural-historical approach to emotions in mathematics teaching and learning. Advances in Mathematics Education series. The phenomenological, epistemological, and semiotic components of generalization. PNA, 9 3 Revista Ruta Maestra, 9, Two difficult and controversial concepts in current approaches to mathematics education].
Farias da Silva Eds. Theories and Their Networking: Advances in Mathematics Education. On teachers and students: An ethical cultural-historical perspective. Towards an embodied, cultural, and material conception of mathematics cognition. History of mathematics and mathematics education. Searching for Common Ground.
Springer, Advances in Mathematics Education series. The progressive development of early embodied algebraic thinking. Mathematics Education Research Journal, 26, On the role of representations and artefacts in knowing and learning. Educational Studies in Mathematics, 85, Journal of Research in Mathematics Education, 2 21 Three key Concepts of the theory of objectification: Knowledge, knowing, and learning.
Journal of Research in Mathematics Education2 1 On semiotics and education. Perceiving with the eyes and with the hands. Lori, Primi elementi di semiotica vii-ix. Bakhtin, Alterity, and Ideology. Advances in Mathematics Education pp. Education and the illusions of emancipation. Educational Studies in Mathematics80 1 On the development of algebraic thinking.
PNA 64 1 Epistemological, semiotic, and developmental issues. On the cognitive, epistemic, and ontological roles of artifacts. On the growth and transformation of mathematics education theories. May 31 to June 1, Learning and cognition in mathematicsSeoul, South Korea. Qualitative Social Research, 13 2. Different theoretical perspectives and approaches in research in mathematics education. Research in Mathematics Education, 14 2 Intercorporeality and ethical commitment: Educational Studies in Mathematics77, Dialogism in absentia or the language of mathematics.
Sullo sviluppo del pensiero matematico nei giovani studenti: The case of mathematics education].
Intervention, innovation, research] pp. Embodiment, perception and symbols in the development of early algebraic thinking. A cultural historical perspective on teaching and learning.