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Wickramasinghe & Piyadasa



                   4 CONCLUSION                           Edwards,  H.M.  (1977).  Fermat's  last
                                                           theorem,A    Genetic    Introduction   to
              According to this study there are no         Algebraic  Number  Theory.  Springer-
       non-trivial integer solutions for Fermat’s last     Verlag.
       theorem  for   = 3.  In  cases  of   = 3  the    McLarty,  C.  (2010).  Bulletin  of  Symbolic
                                      3
       Fermat equation,  3    =  3    +  , (, ) = 1   Logic. 16(3), 359-377.
       was  transformed  to    3    = ℎ 3    + 1  where    Piyadasa,  R.A.D.  (2007).  A  simple  and
         = ,    = ℎ.  Elementary  mathematics  is
                                                       short  analytical  proof  of  Fermat's  last
       used for this study and proved this. We think       theorem  for  n=3.  Annual  Research
       that  the  general  proof  of  Fermat’s  last       Symposium,  University  of  Kelaniya,  149-
       theorem  may  be  proved  by  these  two            150.
       methods.                                           Piyadasa,  R.A.D.  (2011).  A  simple  and
                                                           short  analytical  proof  of  Fermat's  last
                     REFERENCE                             theorem. CMNSEM, 2, 57-63.

        Archbold, J. W. (1961). Algebra. London:         Ribenboim,  P.  (1991).  Fermat's  last
        Sir Isaac Pitman & Sons LTD.                       theorem  for  amateurs.  New  York:
                                                           Springer-Verlag.



























































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