Summary:
By exemplifying through three examples of gesture used in
participants who have visual disadvantages, the paper discusses the role of human
body, the concrete artifacts and signs created to convey math ideas. It argues cognition
is embodied and situated in the activities, and comes and been remembered throughout
life and learning, especially during semiotic resources, such as spoken and written
languages, drawing, gestures and mathematical representation systems. Based on
our study of these examples, the authors suggest that movements represent
imaginary re-enactions of historically observed events and appear as symbolic
abstractions in educational contexts, playing a central role in the
sense-making processes associated with the interpretation of conceptual
significances.
Stop 1: quality education in inclusive classrooms
I am really curious about the inclusive educational institutions
regardless of any special educational needs in Canada. Personally, I see the urgency
and necessity of providing education for learners with special learning needs
within the regular classrooms. From my teaching experience, I have students
with emotional disorder, dyslexia, and ADHD in a grade 4 classroom. I also see the
difficulty of classroom management and course preparation from teachers’ point
of view. But I don’t have experience learning or teaching in such inclusive
classroom before I become a teacher, thus I feel I am not very well-prepared
and ready to produce efficient teaching.
Question 1:
Do you have experience teaching students who do not see
with their eyes? If yes, could you introduce some strategies you adopt to
foster learning? If no, what’s your opinions on inclusive education in math
classroom? Do you think it increase the difficulty in instruction?
I was impressed by how these diverse categories of
gesture types relate to mathematics representations. I was amazed by how
gestures become tools for creation and communication, and suggest understanding.
I felt the sensory experience are critical and inspiring not only for blind
students, it could also be associated within regular math classes.
Question 2:
Do you know any resources which promote sensory experience
in learning? Do you think sensory experience in special education is worth introducing
to student teachers, as they are comparable and transferable in interdisciplinary
instruction?
Stop 3: mental imagery and the multimodal cerebral
activity
In the article, the third participant Edson, who lost the
sight later in life, he seems mentally simulate the process of folding in
his description of symmetry. His description indicates a visual sense and some
mental imagery with depiction and proposition. It is likely that Edson
re-enacts the experience of seeing through his eyes mentally: at the very least
he describes having a perceptive state probably consistent with seeing it
visually previously.
Question 3:
Do you introduce mental imagery in math teaching? What do
you think about the advantages of using multimodal cerebral strength?
Reference:
Healy, L., & Fernandes, S. (2011). The role of gestures in the mathematical practices of those who do not see with their eyes. Educational Studies In Mathematics, 77(2-3), 157-174. doi: 10.1007/s10649-010-9290-1



