Learning to think fruitfully about mathematics involves the acceptance of maths on its own terms, a willingness to think things through to their logical conclusion, and a kind of free-wheeling state of mind. At least that is how it seems to me. Even as a child I would sometimes ponder mathematics stripped of any particular application and try to look it square in the eye as it were.
I am an openly pure mathematician, meaning that I am primarily interested in mathematics itself. I will recount some personal episodes that led me to become a professional mathematician and then explain something about the kind of research I do.
It turns out that if you discover something new in mathematics it can often lead to new applications. In my own case, I will tell the story of my invention of Circular Sudoku in 2006 and how what I knew turned out to relate to a topic known as Burrows-Wheeler transformations, which are important in data compression and transmission. Time permitting, I will also invite the audience to join me on a couple of detours along the way.
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