The Loop

Where humor doesn’t work.
Nov 21, 2014 15:19
@kaiser
Nov 21, 2014 15:18
anybody here ?
 
Nov 18, 2014 14:15
Anybody here ?
Nov 18, 2014 14:15
Hello
 

 Mathematics

Associated with Math.SE; for both general discussion & math qu...
Sep 23, 2014 19:36
Still not sure how to find in $\mathcal{t}_4$
Sep 23, 2014 19:36
@DanielFischer
Sep 23, 2014 18:47
I think in $\mathcal{T}_4, \bar{A}=(2,\sqrt{7}]$
Sep 23, 2014 18:47
I am having trouble finding the closure of $A=(2,\sqrt{7})$ in each of these topologies
Sep 23, 2014 18:46
$\mathcal{T}_3=$ the topology having as basis all open rays $(- \infty, a)$ $\mathcal{T}_4=$ the topology having as basis all open intervals $(a,b)$ and all one-point sets $\{c\}$, such that $c \in \mathbb{Q}$
Sep 23, 2014 18:46
I have two topologies
Sep 23, 2014 18:46
@TheGame Ok.. wait
Sep 23, 2014 18:44
Can someone help me ?
Sep 23, 2014 18:44
I have a question on topology
Sep 15, 2014 13:56
anyone ?
Sep 15, 2014 13:50
Is their a case when $(A \time B)-(C \times D)=(A-C) \times (B-D)$ ?
Sep 7, 2014 12:15
I have a question: How do you calculate $8 \cong x (mod 13)$ ?
Sep 7, 2014 12:15
Hello
Sep 1, 2014 16:35
Anyone ?
Sep 1, 2014 16:31
Can someone help me understand an element of the answer
Sep 1, 2014 16:30
I have a question regarding this problem: math.stackexchange.com/questions/905672/…
May 23, 2014 23:14
wtf it's 2 am XD
May 23, 2014 23:13
we both no that's not true look at watch
May 23, 2014 23:12
xD
May 23, 2014 23:12
I thought you were so tired that you decided to crash
May 23, 2014 23:11
oh
May 23, 2014 23:11
@Studentmath
May 23, 2014 23:11
lolll
May 23, 2014 23:11
initially related to probability theory
May 23, 2014 23:10
It seams interesting
May 23, 2014 23:10
I was just wondering
May 23, 2014 23:10
ok
May 23, 2014 23:10
@DanielFischer Have you every taken a course in stochastic process ?
May 23, 2014 23:06
through other languages
May 23, 2014 23:06
But at least you'll have an initial insight
 

 /dev/chat

General discussion for unix.stackexchange.com. If you have a q...
Sep 7, 2014 18:39
Hello anybody here ?
 
Aug 30, 2014 23:40
and we're done
Aug 30, 2014 23:40
More fixed indices again
Aug 30, 2014 23:40
and obtain (1)(234)...
Aug 30, 2014 23:40
So I multiply again by (321)(12)(34)
Aug 30, 2014 23:39
\dots
Aug 30, 2014 23:39
p=(12)(34)
Aug 30, 2014 23:39
Since p is even we do not have to consider the case of transpositions and so
Aug 30, 2014 23:39
We have to consider the case when p is expressed as 1-cycles and 2-cycles
Aug 30, 2014 23:38
@Bryan I forgot just one thing
Aug 30, 2014 23:21
@Bryan
Aug 30, 2014 23:19
but I don't have to consider the 2-cycle case.. or do I ?
Aug 30, 2014 23:19
Oh now I understand ! But the condition $k \geq 3$ is imposed. In this case, do you think I should modify in any way my proof ?
Aug 30, 2014 23:17
Oh now I understand ! But the condition $k \geq 3$ is imposed. In this case, do you think I should modify in any way my proof ?
Aug 30, 2014 23:17
So what is wrong with what I wrote ?
Aug 30, 2014 23:17
Could you perhaps write you proof based on mine ? That would be more helpful. Thank you for you help