211 reputation
19
bio website pauloldridge.com
location
age 23
visits member for 3 years
seen Sep 12 at 15:10

Fourth year B.Sc. in Computer Science student at the University of Victoria.


Apr
25
comment Does 17% have to be equal to 0.17?
17% miles 83% kilometres
Feb
14
accepted Is x^x an exponential function?
Feb
14
comment Is x^x an exponential function?
I am trying to classify Cayley's formula $n^{n-2}$.
Feb
14
awarded  Commentator
Feb
14
comment Is x^x an exponential function?
Is there a good way to describe its growth?
Feb
14
asked Is x^x an exponential function?
Aug
15
awarded  Yearling
Aug
15
revised Should I put number combinations like 1111111 onto my lottery ticket?
added 6 characters in body
Aug
14
answered Should I put number combinations like 1111111 onto my lottery ticket?
May
13
awarded  Caucus
Feb
21
comment How is the set of all programs countable?
@Jay That is not true for arbitrary real numbers. $\pi$ is computable, as is any real number that you can describe by an algorithm, but most real numbers are not computable.
Oct
17
comment Minimum Dominating Set and Minimum Vertex Cover Proof
This is only true for connected graphs.
Mar
5
awarded  Critic
Dec
17
revised How can I show $e^2 \equiv 1 \bmod 24$, given that $\gcd(e, 24) = 1$?
edited title
Dec
17
comment How can I show $e^2 \equiv 1 \bmod 24$, given that $\gcd(e, 24) = 1$?
Thanks! That helps a lot
Dec
17
accepted How can I show $e^2 \equiv 1 \bmod 24$, given that $\gcd(e, 24) = 1$?
Dec
17
asked How can I show $e^2 \equiv 1 \bmod 24$, given that $\gcd(e, 24) = 1$?
Oct
12
awarded  Scholar
Oct
12
accepted How can I find an upper bound for the radius of an arc, given arc length and chord length?
Oct
12
comment How can I find an upper bound for the radius of an arc, given arc length and chord length?
Thank you! I haven't followed through the math to see how it works quite yet (I will later when I'm home), but I used the formulae you gave me an got $\sqrt(16/6)$ which is a great upper bound!