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Linear & Abstract algebra
For any discussion concerning linear, abstract or even element...
InsigMath
Feb 8, 2016 22:50
If you are already very well versed in linear algebra, it might be ... or if you understanding the material in an accelerated rate.
Mathematics
Associated with Math.SE; for both general discussion & math qu...
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InsigMath
Oct 28, 2013 05:24
i dont think so :P ... I have come here once before
InsigMath
Oct 28, 2013 05:23
so... how are you?
InsigMath
Oct 28, 2013 05:23
thank you anon!
InsigMath
Oct 28, 2013 05:22
so much better!
InsigMath
Oct 28, 2013 05:22
$\vee$
InsigMath
Oct 28, 2013 05:22
hehe got it!
InsigMath
Oct 28, 2013 05:22
ohhh
InsigMath
Oct 28, 2013 05:21
yeah $\vee$
InsigMath
Oct 28, 2013 05:21
bookmark link?
InsigMath
Oct 28, 2013 05:20
isnt that what latex calls the OR symbol
InsigMath
Oct 28, 2013 05:20
i guess latex doesnt work here
InsigMath
Oct 28, 2013 05:19
$\ve$
InsigMath
Oct 28, 2013 05:19
$\floor(x)$
InsigMath
Oct 28, 2013 05:19
have a good night!
InsigMath
Oct 28, 2013 05:19
lots of cool stuff in number theory :)
InsigMath
Oct 28, 2013 05:18
practice* ... like spelling :P
InsigMath
Oct 28, 2013 05:17
its like any other skill, requires lots of practise
InsigMath
Oct 28, 2013 05:17
no problem dont feel discouraged, proof writing takes time to learn
InsigMath
Oct 28, 2013 05:16
uhh sorry I am a little tired ... that was a bad mistake
InsigMath
Oct 28, 2013 05:14
i think I am making a logical leap ...
InsigMath
Oct 28, 2013 05:14
floor(x) + floor(y) = m + n <=> x + y >= m + n <=> x + y >= floor(x + y) <=> floor(x) + floor(y) >= floor(x+y)
InsigMath
Oct 28, 2013 05:06
think*
InsigMath
Oct 28, 2013 05:06
sorry it should be the case that floor(x) + floor(y) <= floor(x + y)... i thinl
InsigMath
Oct 28, 2013 05:00
and since you know n is a natural number then the floor of it is just the number itself so floor(x + n) = floor(x) + n
InsigMath
Oct 28, 2013 05:00
well there is a theorem that says floor(x + y) <= floor(x) + floor(y)
InsigMath
Nov 18, 2012 19:09
He could just go on OEIS to find patterns
InsigMath
Nov 18, 2012 18:48
How is everybody?
InsigMath
Nov 18, 2012 18:44
Hello everybody!
The h Bar
General chat for Physics SE (
physics.stackexchange.com
). For M...
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InsigMath
Mar 17, 2013 18:29
hello