In mathematics, the symbol(s) for the derivative of a function using Lagrange's primes notation is nice. This is because it doesn't look like other symbols in the expression.
Higher order derivatives are commonly denoted with a superscript arabic number in parentheses. This is not so nice, especially when a mathematical expression already has arabic numbers in the coefficient, subscript, and index.
Is there a proper way to represent higher order derivatives in Lagrange's primes notation using prime (and possibly backprime) symbols?
This is what I had been using but it doesn't look quite right:
\documentclass{article}
\usepackage{amsmath, amssymb}
\begin{document}
\[y', y^{\prime\prime}, y^{\prime\prime\prime},
{y^{\prime\backprime\prime}}, {y^{\backprime\prime}},
{y^{\backprime\prime\prime}}, {y^{\backprime\prime\prime\prime}},
{y^{\backprime\prime\prime\prime\prime}},\dots\]
\end{document}
\backprime
is (not only) defined byamssymb
.\backprime
? Lagrange's notation doesn't use back primes. A superscripted number (roman or parenthesized arabic) is mostly used for derivates greater than three. For example:y^{(4)}
$f^{(4)}$
as mostly used nowadays.X
for 10?