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Math Help - Binomium of Newton. Simplifying expression..

  1. #1
    Senior Member Dinkydoe's Avatar
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    Binomium of Newton. Simplifying expression..

    Heey...i got an expression that very much looks like a binomium- of newton. Not entirely though...

    \sum_{k=0}^n {n\choose k}(-a_0)^k\cdot \frac{t^{2n-k}}{(2n-k)!}

    I was thinking, is there any way to simplify this...? Write it as a power of some function.

    Or do i need to accept its not gonna get simpler then this? :P

    thank you
    Last edited by Dinkydoe; January 4th 2013 at 06:27 AM.
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  2. #2
    MHF Contributor
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    Re: Binomium of Newton. Simplifying expression..

    Hey Dinkydoe.

    You might want to look at this and see if you can fit the parameters to this function:

    Hypergeometric function - Wikipedia, the free encyclopedia
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  3. #3
    Senior Member Dinkydoe's Avatar
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    Re: Binomium of Newton. Simplifying expression..

    Haha thank u chiro,

    maple also said something like this when i said: simplify( ..'expression') = hyper( ) and some parameters. So that tells me its not gonna get much simpler ...:P
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