Dear friends, I need help in showing the following. Thanks! bkarpuz
Last edited by bkarpuz; Feb 9th 2010 at 12:56 PM.
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Originally Posted by bkarpuz Dear friends, I need help in showing the following. Thanks! bkarpuz (you should specify that ) After expanding you get when , , from which the result follows quickly using when , and .
Originally Posted by Laurent (you should specify that ) After expanding you get when , , from which the result follows quickly using when , and . How did I miss this?! :S Thanks for your reply Laurent, it has been a long time not heard from you. :] Actually I am working with the quotient when and its making me confused! :S
Last edited by bkarpuz; Feb 9th 2010 at 01:18 PM.
Originally Posted by bkarpuz How did I miss this?! :S Thanks for your reply Laurent, it has been a long time not heard from you. :] Actually I am working with the quotient when and its making me confused! :S Actually, the limit can be computed when . In this case, we have with . So that, for the function for , we have by using the fact mentioned previously by Laurent ( ). On the other hand if , it can be easily computed as
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