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## Main Question or Discussion Point

Hi guys, I need help generalizing the derivative of the reciprocal of the function μ'(×).

What I would to find is a series representation whereby I don't have to find any derivatives of the function but merely replace powers and orders of derivatives.

Leibniz's series expression for the nth derivative of the two functions doesn't help nor the sum for the nth derivative of the composite of two functions( I forgot the name of the mathematician who derived it).

Any help would be appreciated.

What I would to find is a series representation whereby I don't have to find any derivatives of the function but merely replace powers and orders of derivatives.

Leibniz's series expression for the nth derivative of the two functions doesn't help nor the sum for the nth derivative of the composite of two functions( I forgot the name of the mathematician who derived it).

Any help would be appreciated.