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From: "Y Z" <yz0&$at$&hotmail.com>
To: CHEMISTRY _-at-_)ccl.net
Subject: Analytic solution of power series
Date: Tue, 22 Feb 2000 18:23:19 EST
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Are there analytic solution fomulus of the power series:

          infinity        Rx-x
             SUM  [---------------------]   ;(m is not equal to 1)
             n=0         ->        ->   m
                   ABS( nR   -     r  )
->    ^     ^     ^
r = x i + y j + z k  ; is a vector of (x,y,z)

->     ^      ^      ^
R = Rx i + Ry j + Rz k  is another vector (Rx,Ry,Rz)


OR: In FORTRAN fotmat:

SUM(n=0, to infinity):

(Rx-x)/SQRT((Rx-x)**2+(Ry-y)**2+(Rz-z)**2)**(m/2)

                (m.ne.2)

Thanks in advance.







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