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From: master1729 on 16 May 2010 08:46
is there a kind of sierpinski constant for 4th powers ?

closed form solutions of course !!

like lim sum 1/(a^4 + b^4) = closed form constant.

or lim sum 1/(a^4 + b^4 + ..k times ) - closed form function of n with n =< a^4 + b^4 + ... = closed form constant.

or maybe a kind of ramanujan constant for 4th powers ?


regards

tommy1729
From: Inverse Plutonium Musatov Harris III on 16 May 2010 16:17
Learn how to use a fscking search engine, you blithering mathforum imbecile.

"master1729" <tommy1729(a)gmail.com> wrote in message
news:2072567997.144851.1274028417551.JavaMail.root(a)gallium.mathforum.org...
>
> is there a reason mathforum imbeciles no brane a tall?
>



From: master1729 on 18 May 2010 12:48
> is there a kind of sierpinski constant for 4th powers
> ?
>
> closed form solutions of course !!
>
> like lim sum 1/(a^4 + b^4) = closed form constant.
>
> or lim sum 1/(a^4 + b^4 + ..k times ) - closed form
> function of n with n =< a^4 + b^4 + ... = closed form
> constant.
>
> or maybe a kind of ramanujan constant for 4th powers
> ?
>
>
> regards
>
> tommy1729

again no reply.

you guys dont like math do you :)
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