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Nov
30
reviewed Approve Gamma of 3z using triplication formula:
Nov
29
accepted What would a Steiner tree look like for the vertices of a heptagon?
Nov
29
comment What would a Steiner tree look like for the vertices of a heptagon?
Darn! I was expecting something much more interesting. Maybe I'll make it an irregular heptagon. Nonetheless, thank you for answering my question! :)
Nov
29
asked What would a Steiner tree look like for the vertices of a heptagon?
Nov
29
reviewed Approve Other challenging logarithmic integral $\int_0^1 \frac{\log^2(x)\log(1-x)\log(1+x)}{x}dx$
Nov
13
asked Is there any way to use a Fourier Transform or a variant to find periodic increases?
Nov
13
reviewed Approve Subgroup of a p-group in its center
Aug
17
accepted Which is greater, $20 \uparrow\uparrow\uparrow\uparrow 20$ or $4 \uparrow\uparrow\uparrow\uparrow\uparrow 4$?
Aug
16
awarded  Custodian
Aug
16
reviewed Approve Algorithm to identify complex Mersenne primes?
Aug
15
accepted How can the trefoil knot be expressed in polar coordinates?
Aug
15
awarded  Nice Question
Aug
15
asked Which is greater, $20 \uparrow\uparrow\uparrow\uparrow 20$ or $4 \uparrow\uparrow\uparrow\uparrow\uparrow 4$?
Jul
29
asked Is the non-existence of a general quintic formula related to the impossibility of constructing the geometric median for five points?
Jul
8
accepted Subgroups of Sufficiently Large Symmetric Groups / Cayley's Theorem explanation
Jul
8
comment Subgroups of Sufficiently Large Symmetric Groups / Cayley's Theorem explanation
Ah! That's just the sort of intuition I was looking for! Much appreciated!
Jul
8
comment Subgroups of Sufficiently Large Symmetric Groups / Cayley's Theorem explanation
@lhf: Basically, too much jargon and not enough intuition. I am new to the area of groups so I haven't gotten used to all the jargon. mesel's answer is pretty much exactly what I was looking for.
Jul
8
revised Subgroups of Sufficiently Large Symmetric Groups / Cayley's Theorem explanation
Extended question a bit
Jul
8
comment Subgroups of Sufficiently Large Symmetric Groups / Cayley's Theorem explanation
@David: Cayley's Theorem is exactly what I was suspecting.
Jul
8
asked Subgroups of Sufficiently Large Symmetric Groups / Cayley's Theorem explanation