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Dijkstra is right, of course. However, most math texts still use 1-based indexing. If you want to translate them into code, it's easier when the conventions mat
by Skeime 1y ago
Dijkstra is right, of course. However, most math texts still use 1-based indexing. If you want to translate them into code, it's easier when the conventions match.
(Now, if you had a proposal for switching math over to 0-based indexing ...)
- scheme271 1y agoGood luck getting a community with literally hundreds of years of literature using 1 based indexing to change.
- Skeime 1y agoI did have one or two math professors who would use x_0 and x_1 instead of x_1 and x_2 when they had to name two objects. But I have also seen places where 1-based indexing was used despite being "obviously wrong". I don't quite recall what it was, but there was sequence of objects A_1, A_2, ... and a natural way of combining A_k and A_l to get A_(k + l - 1). Had the indices been shifted by 1 to be 0-based, the result would have been A_(k + l), which would be much nicer to work with.
- toolslive 1y agoHe (Dijkstra) even mentions this in the article: > The above has been triggered by a recent incident, when, in an emotional outburst, one of my mathematical colleagues at the University —not a computing scientist— accused a number of younger computing scientists of "pedantry" because —as they do by habit— they started numbering at zero.