Lanjutan Satu Kaitan Koszul Mendatar Berbentuk Maurer-Cartan

In this paper a formulation of a connection for tangent bundle of a unit sphere; T (S^2) is presented. The connection is developed using properties of tangent bundle for S^2 and Lie differential operator. The connection is presented by a theorem and is found to be a flat Koszul connection. The connection is then generalized to any vector bundles (E, q, B)followed by several theorems which described its properties. Finally the extension of the developed connection turns to be a Maurer-Cartan form.