The application results of the improved algorithm are verified by searching Latin hypercube optimal design of varying scales under different optimization criteria. 通過(guò)不同規模和不同優(yōu)化準則的拉丁超立方體最優(yōu)實(shí)驗設計，驗證改進(jìn)算法的應用效果。
An algorithm to estimate the curvature of a quadrilateral is presented.And a new algorithm of triangulation based on the criterion of minimizing this curvature is proposed. 摘要從曲率入手，提出一種空間凸四邊形的曲率估計算法，由此建立了一種新的基于該曲率的三角剖分優(yōu)化準則以及曲面三角剖分算法。
