Abstract
Let X be a complete intersection algebraic variety of codimension m > 1 in Cm+n. In this paper we characterized the classical growth parameters order and type for transcendental entire functions f is an element of circle plus(X), the space of holomorphic functions on the complete intersection algebraic variety X, in terms of the best polynomial approximation error in L-p-norm, 0 < p <= infinity, on a L - regular non-pluripolar compact subset K of Cm+n.