User Portlet
| Discussions |
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| Thank you for your answers! |
| **Hans Milton,** thank you for your example, it works. **Eric Rimbey,** I use Mathematica 9. Concerning you opinion on default values, I have to think it over. |
| Thank you, Alexey. I'll try to modify my code following your advice. There is CurrentValue[] command in Mathematica 9. |
| OK. Not perfectly clear, but I've collected some material to think about. Thank you. |
| Hello! Let us write such a code in WM9: d = With[{n = 10}, ConstantArray[1, 2 n + 1] + ArrayPad[{1}, n]] {1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1} w = DiscreteWaveletTransform[d, MeyerWavelet[3]]; d2 =... |
| > Table::itform: Argument 1 at position 2 does not have the correct form for an iterator. >> At least Mathematica 9 requires an iterator there: Table[1, 3] Table::itform: Argument 1 at position 2 does not have the correct form for an... |
| Alexey Popkov and Szabolcs Horvát, thanks for answers. In fact, I do not need a symbolic pre-evaluations of the integral, so this method works well for me. |
| Hi! Could anybody tell me why evaluations of this two expressions in Mathematica 9 In[1] := InverseFunction[247.123456789`^2 Log[#1] + 2*247.123456789` #1 + #1^2/2 &][2123456.12345`] In[2] := InverseFunction[247.123456789`^2... |
| Gianluca Gorni, thank you, it works! |
| Yes, NumberForm[x,16] seems to be that I looked for. Thank you. |