From: sophyan2003@gmail.com   
      
   On Wednesday, July 21, 2004 at 9:33:21 PM UTC+3, Bassam karzeddin wrote:   
   > On 31 May 04 11:44:08 -0400 (EDT), bassam king karzeddin wrote:   
   > >dear sir,   
   > >i have discovered solution (one real root)in 1991 for the following   
   > >equation:   
   > >   
   > >        f(x)=x^n+ax^m+b=0    were,f(x)is rational integeral function   
   > >of x   
   > >(a,b) are real rational  numbers   
   > >(n,m) are  odd positive integers &(n>m)   
   > >   
   > >would you like to see such solution   
   > >   
   > >if,yes, please let me know   
   > >                           thanking you   
   > >                                        sincerely yours   
   > >                                        bassam karzeddin   
   >   
   > subject:obtain one real root for the following odd degree   
   > equation,that is continious rational function of x   
   >   
   >                    f(x)=x^n+ax^m+b=0   
   >   
   > solution:case-1)   
   > let m be odd positive integer less than n   
   > let (k=n-m)   
   >   
   > let (r=(b^k/a^n)^(1/m) ,where, r is the airthematical mth root of   
   > (b^k/a^n) ,(a=/0)   
   > let (s=(a^n/b^k)^(1/n) ,where, s is the airthematical nth root of   
   >  (a^n/b^k),(b=/0)   
   >   
   > if, b^k/{abs(a)}^n < m^m*k^k/n^n   
   >   
   >  x=-(b/a)^(1/m)[1-r/m+(2n-m+1)r^2/(2!m^2)-(3n-2m+1)(3n-m+1)r^3/(3!m^3)   
   >                +(4n-3m+1)(4n-2m+1)(4n-m+1)*r^4/(4!*m^4)   
   >              -(5n-4m+1)(5n-3m+1)(5n-2m+1)(5n-m+1)r^5/(5!m^5)+...]   
   >   
   > if, b^k/{abs(a)}^n > m^m*k^k/n^n   
   >   
   >  x=-b^(1/n)[1-s/n+(2m-n+1)s^2/(2!n^2)-(3m-2n+1)(3m-n+1)s^3/(3!n^3)   
   >            +(4m-3n+1)(4m-2n+1)(4m-n+1)*s^4/(4!*n^4)   
   >            -(5m-4n+1)(5m-3n+1)(5m-2n+1)(5m-n+1)s^5/(5!n^5)+...]   
   > case-2   
   > let, m be even positive integer less than n   
   >   
   > let x=1/y  in the above equation,then you get equation of the previous   
   > solved form for one real root.   
   >   
   > In fact,this is nothing but a very little introduction to obtain all   
   > roots to any polynomials and hopefuly  by radicals soon.   
   >   
   > Neither,in the third world nor in the first could I convay these ideas   
   > for so many years,because Iam a (civil Engineer) not a profisional   
   > mathematician(I know nothing about Maple,nor that good in computer   
   > science and English languge) that is why,I find this site the best to   
   > learn and convay ideas.   
   >   
   > ANY COUNTER EXAMPLE IS WELCOMED AT THIS SITE   
   >   
   > Thanking to all who  care about the the unborn & undying facts.   
      
   Oops, not a single counterexample found yet to my formula? wonder!   
      
    But why this had been ignored by the professional mathematicians till now   
   (after 14 years now), but actually more, since 1990? wonder!   
      
    Isn't that add to your knowledge? wonder!   
      
    Or do you expect a mature (not any professional) to teach everybody   
   separately about it? wonder!   
      
    Or maybe the communication facility that was available many centuries ago for   
   every professional mathematician but not for you in those days? wonder!   
      
    Doesn't mathematics truly (feed, drink and clothes you as well) wonder!   
      
    What a so shameful human category of human being you are indeed topmost   
   alleged genius professional mathematicians? wonder!   
      
    Or maybe working secretly was much more worth for you stupids? wonder!   
      
    But it seems that they like to leave things for future generation since then   
   it becomes more interesting for sure   
      
    Shame upon your alleged (honesty, nobility and intellect as well that is so   
   incomprehensible   
      
     But you have to wake up fast since your mathematics had been long back   
   broken strictly by the KING, for sure   
      
    No regards for cowords absolute incompetent fools, for sure   
      
    Bassam King Karzeddin   
      
    March, 1st, 2018   
      
   --- SoupGate-Win32 v1.05   
    * Origin: you cannot sedate... all the things you hate (1:229/2)