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test:t1 [2013/09/29 22:57] – created admintest:t1 [2023/11/01 14:44] (current) – external edit 127.0.0.1
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 A coordinate change is a set of functions $f^r(x^1, ..., x^N)$ $(r = 1, ..., N)$. A coordinate change is a set of functions $f^r(x^1, ..., x^N)$ $(r = 1, ..., N)$.
  
-It assigns a new set of coordinates $(x'^1, ..., x'^N)$ to a point $(x^1, ..., x^N)$, wit $x'^r = f^r(x^1, ..., x^N)$ $(r = 1, ..., N)$. +One generally supposes that $J' = \left|\frac{\partial x'^{r}}{\partial x^{s}}\right|$ does not vanish. 
 + 
 +The new coordinates of a point $(x^1, ..., x^N)$ are $(x'^1, ..., x'^N)$ where $x'^r = f^r(x^1, ..., x^N)$ $(r = 1, ..., N)$. 
  
  
test/t1.1380488220.txt.gz · Last modified: 2023/11/01 14:43 (external edit)