International audienceWe recently used the notion of praxeology from the Anthropological Theory of the Didactic to model the knowledge that is necessary for students to learn in order to succeed in an undergraduate multivariable Calculus course. We considered the presence and absence of elements of the knowledge to be taught, as proposed by curricular documents, in the knowledge to be learned, as indicated by final exams. Our results indicate that the mathematical activities expected of students at this level align with the activities observed in differential and integral Calculus, where exercise-driven assessments set students' work mainly in the recognition of types of tasks and recollection of appropriate techniques
Math 216 studies multivariable calculus using the tools of linear algebra. Basic ideas from one-vari...
International audienceThe article draws attention to some individual results from the history of cal...
The goal of the workshop “On Tools and Classrooms: New approaches to algebra and calculus using inno...
International audienceWe recently used the notion of praxeology from the Anthropological Theory of t...
We will explore how to extend the fundamental notions of calculus to functions of several variables ...
This text in multivariable calculus fosters comprehension through meaningful explanations. Written w...
The graceful role of analysis in underpinning calculus is often lost to their separation in the curr...
Calculus is a formidable toolbox for the study of change. Yet, at a time when digital technologies p...
International audienceCalculus and mechanics are closely connected disciplines. However, students ar...
Designing the curriculum We believe that calculus can be for students what it was for Euler and the ...
AbstractMultivariable calculus is one of the most difficult courses for undergraduate students in ma...
Calculus may be described as the mathematical study of change.It provides us with the tools to study...
The goal of the course is to provide a bridge from “some exposure to single-variable calculus” to “r...
Calculus is one of the most momentous achievements of the human intellect (Boyer, 1949). It has give...
This Sixth Edition of Calculus continues the effort to promote courses in which understanding and co...
Math 216 studies multivariable calculus using the tools of linear algebra. Basic ideas from one-vari...
International audienceThe article draws attention to some individual results from the history of cal...
The goal of the workshop “On Tools and Classrooms: New approaches to algebra and calculus using inno...
International audienceWe recently used the notion of praxeology from the Anthropological Theory of t...
We will explore how to extend the fundamental notions of calculus to functions of several variables ...
This text in multivariable calculus fosters comprehension through meaningful explanations. Written w...
The graceful role of analysis in underpinning calculus is often lost to their separation in the curr...
Calculus is a formidable toolbox for the study of change. Yet, at a time when digital technologies p...
International audienceCalculus and mechanics are closely connected disciplines. However, students ar...
Designing the curriculum We believe that calculus can be for students what it was for Euler and the ...
AbstractMultivariable calculus is one of the most difficult courses for undergraduate students in ma...
Calculus may be described as the mathematical study of change.It provides us with the tools to study...
The goal of the course is to provide a bridge from “some exposure to single-variable calculus” to “r...
Calculus is one of the most momentous achievements of the human intellect (Boyer, 1949). It has give...
This Sixth Edition of Calculus continues the effort to promote courses in which understanding and co...
Math 216 studies multivariable calculus using the tools of linear algebra. Basic ideas from one-vari...
International audienceThe article draws attention to some individual results from the history of cal...
The goal of the workshop “On Tools and Classrooms: New approaches to algebra and calculus using inno...