Difference between revisions of "Order (derivative)"
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Revision as of 16:02, 11 March 2022
The order of a derivative is the number of successive differentiations performed to obtain the derivative from the original function. Formally, using Lagrange's notation for the derivative, the order- derivative is defined recursively by
The function itself is the order-
derivative, the ordinary (first) derivative has order
, the second derivative has order
, and so on. In general, the derivative of order
is called the
th derivative.