In this paper, the author presents a method of spline finite-points and derives acomputational scheme well suited for various types of boundary conditions. the method iseasily carried out with a computer. It bases itself on cubic B-spline, function of beamvibrations (or trigonometric funtions) and potential energy method. It is well suited forthe analysis of structure on regular regions. The method presented has great advantageover the conventional finite element method for the structrues on regular regions. Themain features of this method are matrix with narrow bandwidth and higher accuracy andmore economy in computing storage and time requirements. Moreover, a calculated ex-pample for the bending problem of plate is given, which may show the use of splinefinite-points method. This paper further introduces a simple method for the integrationof spline functions.