June 23, 2019
I attended a math summer camp for students all over Canada to have fun, and perhaps learn a few things.
June 25, 2019
On the last of three days, Professor Ian Vanderburgh from the University of Waterloo got to be a guest speaker for the entire day. He proposed a challenge to the 32 attendees; Is a four-set Venn diagram possible, and if so, what is a possible design? (not his actual words, I'm paraphrasing) From this point forward, I attempted to create such a design.
June 29, 2019; 1:00
I woke up quite early in the morning. I don't exactly know why, but somehow my brain was subconsciously working on the challenge, and I woke myself up to write it down.
Theoretical Quadruple Venn
It's a three-dimensional design, which means that it is a little bit less practical than I was hoping. Regardless, I scribbled it down anyway, hoping that it would make at least some sense.
June 30, 2019; 13:51
I sent an email to the professor, basically asking for validation.
June 31, 2019; 10:00
I got a response. It essentially just said, "Good try, try again in two dimensions". I'm going to attempt to create a computer program to get the solution for me. Not only will it be more efficient, but it would generalize the case for more than one scenario.
That's it for now. Check back for more updates as they happen.