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Hippalectryon
Hippalectryon
4:38 PM
urm so useless
 
rehband
rehband
RIP Mike Miller
 
Hippalectryon
Hippalectryon
currently showcasing invisible integrals
 
Pedro Tamaroff
Pedro Tamaroff
I have a good one. $$\int_0^1 (\zeta(3)-2\pi\log^2 2+\Gamma^3(1/3))dt =\zeta(3)-2\pi\log^2 2+\Gamma^3(1/3)$$
 
Hippalectryon
Hippalectryon
Uh
Looks less crazy than the one we usually see in chat ;)
Let's screenshot it anyway
 
Khallil
Khallil
I've solved that integral, @Pedro. It took a while. I'm sweating.
 
Hippalectryon
Hippalectryon
4:48 PM
@PedroTamaroff I wonder how I would have done if the upper bound had been $2$. How lucky !
^^
 
Khallil
Khallil
5:32 PM
We wouldn't have fared well, @Hippa.
That upper bound of $1$ was a godsend.
 
Hippalectryon
Hippalectryon
My guess is that it converges to something
Not sure
 
Khallil
Khallil
in Mathematics, 1 hour ago, by Hippalectryon
user image
 
Hippalectryon
Hippalectryon
:D
 
Khallil
Khallil
=p
 
Balarka Sen
Balarka Sen
WAT
 
Khallil
Khallil
5:33 PM
 
Hippalectryon
Hippalectryon
 
Balarka Sen
Balarka Sen
Silliest room ever.
 
Khallil
Khallil
*Best!
 
Hippalectryon
Hippalectryon
^ What he said
 
Hippalectryon
Hippalectryon
6:24 PM
← 24 messages moved from [Alternative Mathematics Chatroom - ](chat.stackexchange.com/rooms/17052/…)
 
Khallil
Khallil
Invitation accepted!
 

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