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translations for
maclaurin series
Definition of maclaurin series
Any
Taylor series
that is centred at 0 ; for a given infinitely differentiable
complex function
\textstyle f
, the
power series
\textstyle f+\frac {f'}{1!}x+ \frac{f''}{2!}x^2+ \frac{f'''}{3!}x^3+ \cdots = \sum_{n=0}^{\infty} \frac{f^{}}{n!} \, x^{n}
Related words
Balmaclellan
maclura
Macleay’s Honeyeater
Maclaurin polynomial
Macleay's honeyeater
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