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2:54 AM
Anyone happens to be at the Multiphoton Gordon Conference
 
 
2 hours later…
4:24 AM
@J.M. I thought you were offering to be the mod that would change it for me.... But I'll just have to wait 6 more days until it can go back to normal..
 
4:41 AM
@Jason, that's why I'm asking you what name you would like to be stuck with for the next 30 days… :P
 
 
2 hours later…
6:46 AM
Remember those times when Normal was a quick way to deal with all this fancy objects? I miss them :-(
 
 
3 hours later…
9:25 AM
@Kuba Sounds like a topic: a complete list of objects Normal[] can deal with. The documentation for that function is becoming less extensive with each version.
 
9:48 AM
@J.M. I don't care about docs but the fact that there are more and more "objects" which contain "obvius" information everyone need but they are not accessible with Normal. EmbeddedCode result, Entities etc.
 
 
4 hours later…
1:21 PM
@J.M. Yeah, the previous one would be great - JasonB is me....
 
2:06 PM
@Jasonisnolongerapostdoc "JasonB is me..." it is :)
 
2:31 PM
@Kuba Damn, you should have made the suggestion earlier before I changed his name... :P
 
@J.M. yep, that was quite an opportunity that won't happen soon :)
 
2:57 PM
I think I found a bug in ListLogLinearPlot concerning handling of FrameTicks-specification. Try:
ListLogLinearPlot[Table[{n, Sqrt[n]}, {n, 100}], Frame -> True,
FrameTicks -> {{Automatic, None}, {Automatic, {1, {5, "Test"}, 10}}}]
Can anybody tell me if this is really a bug and if there is a known workaround?
 
3:13 PM
Issue solved. ListLogPlot and Co. automatically transform something like Ticks-> {1,10,100} into Ticks->{{Log@1,1},{Log@10,10},{Log@100,100}}
 
 
3 hours later…
6:11 PM
@MarcoB
Thanks for your edit :)
But a question should consult you maybe,
Why the tag of built-in-symbols be removal twice from my post?
I have check the meaning again just now,I think is used normally?
Or maybe I miss something.Hope this will not disturb you.Thank you again. :)
 
6:33 PM
I want to notify everyone that this question is really about computing the Hessian and the derivative of a function (see comment), it's not as complicated as it might look. So if anyone knows how to do that, maybe give it a try. I didn't succeed myself.
 

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