• Does it make a difference to our students'
learning if we acknowledge (or don't acknowledge) non-European sources of
mathematics? Why, or how?
I think it absolutely makes a difference whether or not we
acknowledge non-European mathematics. Our historically Euro-centric curriculum easily
lends itself to marginalizing non-European culture in schools. One of the most straightforward
ways I can think of to promote a multicultural curriculum is to introduce math topics
using historical context from any and all civilizations which used them.
• What are your thoughts about the naming of
the Pythagorean Theorem, and other named mathematical theorems and concepts
(for example, Pascal's Triangle...check out its history)
I think naming prevalent and important theorems and formulas
in mathematics is important, if for no other reason than it makes them easier
to remember and reference. That said, naming historical formulae and theorems
after a specific person, when there is evidence that others arrived at the same
conclusion, does a disservice to those who it isn’t named after. The Pythagorean
Theorem could trivially be renamed to The Right Triangle Theorem. Pascal’s
Triangle, which was devised by Chinese mathematician Yang Hui1 six
centuries earlier, could be renamed The Binomial Triangle.

Well said! You make good points here.
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