Nahid R.

# Immediate help

Hi everyone. I have a complex statemant with Gamma functions. I wil be so happy if someone can help me. I have uploaded its formula image in this address:

http://s6.picofile.com/file/8229316200/55666666.jpg

this formula must reach to (L+3/2)^(-1/2)

I don't know how to simplify the gamma functions for achiving above result. Do you have any idea?

Thanks a lot

## 2 Answers By Expert Tutors

By:

Tutor
4.8 (496)

Physics (and math) are fun, really

Nahid R.

Dear Jim:
thanks for your answer, yes I can covert the gamma functions to factorial, but this don't simplify the statement. I need something which convert power 2 of the gamma function to something else, what I can factor and exit from bracket and finally be removed by denominator. I require the solution very much. I hope someone can help me
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12/22/15

Jim S.

tutor
After you convert the  gramma functions to factorials try using Sterling's approximation for the factorials  then you can square the approximation  maybe ??
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12/22/15

Nahid R.

It seems that such operation can't simplify the statement. can you write exactly what you mean?
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12/22/15

Nahid R.

Thanks Eugene. why α=1 and l=0? I want to solve it parametric. In fact the statement is a part of a article that have been published in Journal of Mathematical Physics a few weeks ago, therefore the given result cannot be false. I look for a trick for canceling gamma function
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12/22/15

Eugene E.

tutor
Certainly, there must be conditions stated in the journal which would imply that the expression you've presented equals (l + 3/2)-1/2. You have not stated the precise conditions, so as presented the result is false, as I've indicated with a counterexample.
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12/22/15

Nahid R.

It has not been mentioned any condition in the article but only point which be stated is this result in the large value of L approches to 0
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12/22/15

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