Please help me remember if you can because I can't remember exactly how I came to clearly see that Pascal's Triangle is a SUBSET of a much greater volume concerning THE ORDER OF POLYNOMIALS.
I think what I was doing at the time was thinking of writing a computer program to determine all combinations and permutations of all possible polynomials, considering the signs, coefficients, powers. Which I'm sure has been done since the quintic equation was difficult enough to find. I wonder if there is a name for the entire set. Oh I remember now. It's called the Parent Set of Polynomials. Yes that's it... 