Quote: "Essentially you would use x1, x2, x3 etc. (where the number is subscript) but you would just write xi, the "for i = 1, 2, 3" is assumed.
"
xi for i = 1,2,3...
If I want to solved an equation of the millionth degree in x how long would it take me to write the equation? Would I finish it during my lifetime? Can I write x with a subscript of 1 million and get away with it on a single piece of A4 paper. I hope you comprehend now what I mean by "pertinent obstruction to math research"
We are talking pragmatics here. Not theoretics.
Assuming I solve the equation, how do you propose I write out 1 million roots of the equation
x1,x2,x3...
And if i -> infinity what should I do?
Quote: "Normally it's grouped l,m,n and p,q,r - o looks too much like 0."
Algebraic variables would take values l,m,n conventionally
Analytical Geometry generally uses O as the vertex or any important primary co-ordinate with the arms of the angle extending from O generally being M,N, as in, one arm of the angle MON is OM and the other arm is ON
So depending on which field of math you are working on at present would dictate the naming convention you use.