Abstract : based on 1 , 2 , 3 , we give the changing law of fuzzy linearly independent set and fuzzy basis under certain linear transform , we point that every fuzzy linearly independent set can be ? extended to a fuzzy basis , meantime we give the method how a fuzzy linearly independent set is ? extended to a fuzzy basis 文摘:在1 、 2 、 3基础上给出了某些线性变换下模糊线性无关向量组及模糊基的变换规律,指出任意模糊线性无关组都可扩充为模糊基,同时也给出了将模糊线性无关组扩充为模糊基的方法。
Based on 1 , 2 , 3 , we give the changing law of fuzzy linearly independent set and fuzzy basis under certain linear transform , we point that every fuzzy linearly independent set can be ? extended to a fuzzy basis , meantime we give the method how a fuzzy linearly independent set is ? extended to a fuzzy basis 在1 、 2 、 3基础上给出了某些线性变换下模糊线性无关向量组及模糊基的变换规律,指出任意模糊线性无关组都可扩充为模糊基,同时也给出了将模糊线性无关组扩充为模糊基的方法。
基: base; foundation的: 4次方是 The fourth power of 2 i ...变换: vary; alternate; commutation ...基的变化: change of basis变量的变换: transformation on variables变数的变换: transformation of variable导数的变换: transform of derivatives度量的变换: change of metrics混合的变换: mixing transformation基底的变换: change of basis时间的变换: time change系数的变换: transformation of coefficient循环的变换: circular permutation轴的变换: transformation of axis坐标的变换: transformation of coordinates座标的变换: transformation of coordinates变换了的变量: converted variable可接受的变换: acceptable variant抛物线的变换: transformation of parabola坐标轴的变换: change of axes座标轴的变换: transfer of axes彩色座标系的变换: color coordinate transformation侧视图的变换位置: alternative position for side view分布函数的变换: transform of distribution拍形角度的变换: change of racket angle; change of recket angle