ON THE NUMBER OF EXCEPTIONAL POINTS OF HOLOMORPHIC CURVES AND THE DEFECT RELATION FOR HOLOMORPHIC CURVES

Let X-n(2) be a subset of Cn+1\{0} any two elements of which are not propotional. We estimate the number of exceptional points in X-n(2) for several holomorphic curves and we consider the defect relation for holomorphic curves. We shall give an example for which the defect relation is external and then give some holomorphic curves for which the defect relation is not external over X-n(2). Another defect relation is also considered.