DearMHFusers,

let be a function and .

For define a function by

.

How can I decompose this type of functions into itsrealandimaginaryparts?

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- Oct 5th 2010, 07:36 AMbkarpuzReal and Imaginary Parts of a Complex Product
Dear

**MHF**users,

let be a function and .

For define a function by

.

How can I decompose this type of functions into its*real*and*imaginary*parts? - Oct 5th 2010, 12:17 PMemakarov
If you could represent as , then the product is .

Now, if , then . Also, using some trigonometry, one can express as where and are expressions containing , and . - Oct 5th 2010, 01:13 PMbkarpuz
Thanks for the information but this seems to be useless for me. :s

But but but let me think it may give a hand…