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--- documentation:ref:invertindices [2015/11/20 19:33]
poslavskysv [Examples]
+++ documentation:ref:invertindices [2015/11/20 19:37]
poslavskysv [Examples]
@@ Line 6: / Line 6: @@
 ====Examples====
 ----
-Expand a power of a product:
+Invert indices of some expression
 <sxh groovy; gutter: false>
-def t = '(a*b*c)**d'.t
+println InvertIndices >> 'A_mn'.t
-println PowerExpand >> t
 </sxh>
 <sxh plain; gutter: false>
-   > a**d*b**d*c**d
+   > A^mn
 </sxh>
-----
-Expand with respect to ''a'':
 <sxh groovy; gutter: false>
-def t = '(a*b*c)**d'.t
+println InvertIndices >> 'A_mn*(p^m + q^m) + T_n'.t
-println PowerExpand['a'] >> t
 </sxh>
 <sxh plain; gutter: false>
-   > a**d*(b*c)**d
+   > A_m^n*(p^m + q^n) + T^n
 </sxh>
 ----
-Expand a square root:
+Invert only indices of certain type:
 <sxh groovy; gutter: false>
-def t = '(a*b)**(1/2)'.t
+println InvertIndices[LatinLower] >> 'T_ABmn'.t
-println PowerExpand >> t
 </sxh>
 <sxh plain; gutter: false>
-   > a**(1/2) * b**(1/2)
+   > T_AB^mn
 </sxh>
-----
+<sxh groovy; gutter: false>
+println InvertIndices[GreekLower] >> 'A_{mn\\mu}*(p^m + q^m) + T_{n\\mu}'.t
+</sxh>
+<sxh plain; gutter: false>
+   > A_{mn}^{\\mu}*(p^m + q^m) + T_{n}^{\\mu}
+</sxh>
+====See also====
+  * Related guides: [[documentation:guide:applying_and_manipulating_transformations]], [[documentation:guide:list_of_transformations]], [[documentation:guide:programming_with_redberry|]]