| dimitris 2006-12-20, 8:16 am |
| Everything is normal. Look at the following example
In[18]:=
{2.3, 4, {7/8}, a, b, I, {{I^2}}} /. x_ /; NumberQ[x] -> x^2
Out[18]=
{5.289999999999999, 16, {49/64}, a, b, -1, {{1}}}
The rule is applied to all the levels of the expression. But
In[19]:=
Cases[{2.3, 4, {7/8}, a, b, I, {{I^2}}}, x_ /; NumberQ[x] -> x^2]
Out[19]=
{5.289999999999999, 16, -1}
Only at level one here.
Regards
Dimitris
Hannes Kessler wrote:
> Hello,
>
> I want to apply transformation rules to those elements of a list which
> are not lists themselves. The structure of the list is unknown in
> advance.
>
> The following simple examples illustrate my my problems with ReplaceAll
> and List:
>
> Expected result:
> {1., {2}, 3} /. x_?NumericQ :> g
> --> {g,{g},g}
>
> Unexpected result - inspite of AtomQ[{1., {2}, 3}] giving False
> {1., {2}, 3} /. x_?AtomQ :> g
> --> g[g, g[g], g]
>
> Similarly unexpected result - inspite of Not[ListQ[{1., {2}, 3}]]
> giving False
> {1., {2}, 3} /. x_?(Not[ListQ[#]] &) :> g
> --> g[g, g[g], g]
>
> Any explanations for this behavior?
>
> Thanks in advance,
> Hannes Kessler
|