Hi Sven
thanx for your quick response. but err...
It does not work too...
In fact what is puzzling is that i changed the code because the ER1, ER2, ER3
are actually scalars.
So I changed the code to declare them as scalars, then as can be seen i show
them again (to check they are correctly defined and accessible), so that i
build the matrix ER = {ER1;ER2;ER3} from them but gretel says they are
undefined.
Now I change the code so that they are computed as matrices, so that i can use
your advice by concatenating them later... drums sounding...
ooouch... does not work :
=======================================================
# elasticities standard errors matrices
? matrix EP={EP11,EP12,EP13;EP21,EP22,EP23;EP31,EP32,EP33}
Replaced matrix 'EP'
? matrix EP
EP
0.0095979 0.0065156 0.0068756
0.028839 0.019577 0.020659
0.0015852 0.0010761 0.0011356
? matrix ER = (ER1 ~ ER2 ~ ER3)'
Error adding matrix 'ER'
Error executing script: halting
matrix ER = (ER1 ~ ER2 ~ ER3)'
===========================================
The problem is still there : matrix EP is correctly built but not ER. The
elements of both are still accessible elsewhere...
Well, help very welcome !
cheers
Franck