What Does \left[ z^{n} \right] (ln(1-z))^{2} / (1-z)^{m+1} Represent?

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Meekah
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I need help with solving this weird equation...

What is:
[tex]\left[ z^{n} \right] (ln(1-z))^{2} / (1-z)^{m+1}[/tex]?
 
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Can't have an equation without an equals sign. Ahyup.
 
Can you do these two Taylor series (at 0): (ln(1-z))^2 and 1/(1-z)^{m+1} ?
Then take the product of the two series.
 
Meekah said:
I need help with solving this weird equation...

What is:
[tex]\left[ z^{n} \right] (ln(1-z))^{2} / (1-z)^{m+1}[/tex]?
Please restate your question. This is not an equation, it is an expression. What are you trying to do with it?