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基礎(chǔ)上給出了某些線性變換下模糊線性無關(guān)向量組及模糊基的變換規(guī)律,指出任意模糊線性無關(guān)組都可擴充為模糊基,同時也給出了將模糊線性無關(guān)組擴充為模糊基的方法。
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基礎(chǔ)上給出了某些線性變換下模糊線性無關(guān)向量組及模糊基的變換規(guī)律,指出任意模糊線性無關(guān)組都可擴充為模糊基,同時也給出了將模糊線性無關(guān)組擴充為模糊基的方法。
基: base; foundation的: 4次方是 The fourth power of 2 i ...變換: vary; alternate; commutation ...基的變化: change of basis變量的變換: transformation on variables變數(shù)的變換: transformation of variable導(dǎo)數(shù)的變換: transform of derivatives度量的變換: change of metrics混合的變換: mixing transformation基底的變換: change of basis時間的變換: time change系數(shù)的變換: transformation of coefficient循環(huán)的變換: circular permutation軸的變換: transformation of axis坐標(biāo)的變換: transformation of coordinates座標(biāo)的變換: transformation of coordinates變換了的變量: converted variable可接受的變換: acceptable variant拋物線的變換: transformation of parabola坐標(biāo)軸的變換: change of axes座標(biāo)軸的變換: transfer of axes彩色座標(biāo)系的變換: color coordinate transformation側(cè)視圖的變換位置: alternative position for side view分布函數(shù)的變換: transform of distribution拍形角度的變換: change of racket angle; change of recket angle