In this paper, we consider Meneghetti & Bicudo's proposal (2003) regarding the constitution of mathematical knowledge and analyze it with respect to the following two focuses: in relation to conceptions of mathematical knowledge following the fundamentalist crisis in mathematics; and in the educational context of mathematics. The investigation of the first focus is done analyzing new claims in mathematical philosophy. The investigation of the second focus is done firstly via a theoretical reflection followed by an examination of the implementation of the proposal in the process of development of didactic materials for teaching and learning Mathematics. Finally, we present the main results of the application of one of those materials
The foundation of Mathematics is both a logico-formal issue and an epistemological one. By the firs...
It is widely acknowledged that teachers' work has both practical and theoretical dimensions, both pr...
Key words: mathematical teaching – curricular guidelines – tacit knowledge – mathematical knowledge ...
In this paper, we consider Meneghetti & Bicudo's proposal (2003) regarding the constitution of mathe...
In this paper we consider the Meneghetti & Bicudo’s proposal (2003) about the constitution of th...
In this paper, we consider Meneghetti & Bicudo's proposal (2003) regarding the constitution of mathe...
In basing the school curriculum on the view that some value can be attributed to knowledge most argu...
Vita.The development of constructivism as an important theory of mathematics education makes it appr...
The article takes up the problem of the possibility and usefulness of philosophy of mathematics for ...
Historically the term Philosophy of Mathematics Education is associated with the philosophy of mathe...
In this paper, we present a paradigm for the philosopher of mathematics who takes mathematical pract...
In the paper we present the main idea of the concept which we have called confrontational concept of...
In the Introduction to the Monograph, the standards set for developing logical thinking of pupils se...
This book brings together diverse recent developments exploring the philosophy of mathematics in edu...
Giuseppe Longo, Arnaud Viarouge. Mathematical intuition and the cognitive roots of mathematical con...
The foundation of Mathematics is both a logico-formal issue and an epistemological one. By the firs...
It is widely acknowledged that teachers' work has both practical and theoretical dimensions, both pr...
Key words: mathematical teaching – curricular guidelines – tacit knowledge – mathematical knowledge ...
In this paper, we consider Meneghetti & Bicudo's proposal (2003) regarding the constitution of mathe...
In this paper we consider the Meneghetti & Bicudo’s proposal (2003) about the constitution of th...
In this paper, we consider Meneghetti & Bicudo's proposal (2003) regarding the constitution of mathe...
In basing the school curriculum on the view that some value can be attributed to knowledge most argu...
Vita.The development of constructivism as an important theory of mathematics education makes it appr...
The article takes up the problem of the possibility and usefulness of philosophy of mathematics for ...
Historically the term Philosophy of Mathematics Education is associated with the philosophy of mathe...
In this paper, we present a paradigm for the philosopher of mathematics who takes mathematical pract...
In the paper we present the main idea of the concept which we have called confrontational concept of...
In the Introduction to the Monograph, the standards set for developing logical thinking of pupils se...
This book brings together diverse recent developments exploring the philosophy of mathematics in edu...
Giuseppe Longo, Arnaud Viarouge. Mathematical intuition and the cognitive roots of mathematical con...
The foundation of Mathematics is both a logico-formal issue and an epistemological one. By the firs...
It is widely acknowledged that teachers' work has both practical and theoretical dimensions, both pr...
Key words: mathematical teaching – curricular guidelines – tacit knowledge – mathematical knowledge ...