A Method of Generalized Stiffness and its Application in Calculating the Displacements of a Beam with Step Cross-section by Graphical Multiplication 广义Jabotinsky方程的解析解广义刚度法及其在阶梯形截面梁位移图乘计算中的应用
If two parameters change in same step, the larger multiplication values are, the larger raindrop growth amplitude are. 两者同时变化时,其乘积愈大雨滴增长幅度愈大。
Since the quantization step changes synchronously with the multiplication noises, this algorithm is robust to multiplication noises in principle. 由于量化步长与乘性噪声能同步变化,因此在原理上该算法对乘性噪声具有良好的鲁棒性。