Fajri, RandiNatsir, M.Lily, Endang2013-07-262013-07-262013-07-26Rangga Dwijunanda Putrahttp://repository.unri.ac.id:80/handle/123456789/4748This paper discusses a technique to simplify a general cubic surface equation in the projective space to form a normal form z2=f(x,y) , in which f ( x, y) is a polynomial of degree four. The process is started by simplifying the cubic surface equation in the projective space into a cubic surfaces in an affine space, then followed by some tranformation to obtain an explicit and simpler form of a normal equation z2 = f(x,y).othernormal formcubic surfaceaffine spaceprojective spaceOther