STRUCTUAL AND CONTINUITY CHARACTERISTICS OF OPERATOR SPLINE INTERPOLATIONS ASSOCIATED WITH LINEAR SYSTEMS
由可逆线性系统确定的算子插值样条及其构造与连续性质

In this paper we investigate splines determined by certain linear operators defined in terms of system inverses. Best approximation properties for the proposed splines are given in an appropriate reproducing kernel Hilbert space framework, and the structual and continuity characteristics of these splines are obtained via the reduced-order system invese technique.