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6h
revised Isomorphism of Group Products
edited tags
15h
comment How to evaluate $\int \frac{\mathrm{dx}}{x^4[x(x^5-1)]^{1/3}}$
@Aditya: If I were you, I would use the substitution you used.
15h
revised How to evaluate $\int \frac{\mathrm{dx}}{x^4[x(x^5-1)]^{1/3}}$
edited tags
15h
answered Filtered Usage in GAP
15h
revised Deleting subsets in the list of sets
edited tags
15h
revised Filtered Usage in GAP
added 8 characters in body
15h
revised Filtered Usage in GAP
added 104 characters in body
20h
comment Defining a subgroup of $GL(2,7)$ in GAP
Thanks. It is so clear to me.
20h
accepted Defining a subgroup of $GL(2,7)$ in GAP
22h
comment Defining a subgroup of $GL(2,7)$ in GAP
@AlexanderKonovalov: As you noted, I edited the codes but as I have already thought it is not helpful. Just $96$ subgroups of order $42$. I think, I should delete this question. Thanks.
23h
revised Defining a subgroup of $GL(2,7)$ in GAP
deleted 3 characters in body
23h
comment Defining a subgroup of $GL(2,7)$ in GAP
@AlexanderKonovalov: I was thinking of finding the possible subgroup of order $42$. I changed it to e=Elements(f)
1d
revised Defining a subgroup of $GL(2,7)$ in GAP
added 230 characters in body
1d
comment Defining a subgroup of $GL(2,7)$ in GAP
@AlexanderKonovalov: Oh! yes. That's terrible. It should have had h:= Elements(h) and then using Filtered... code.
1d
comment A simple-looking rational limit
Good job Sami! :)
1d
asked Defining a subgroup of $GL(2,7)$ in GAP
1d
comment How does this equal negative $-\frac{\pi}{2}$
(+1) Nice Adi. Nice to meet you again.
2d
comment I need compute a rational limit that involves roots
(+1) Nice detailed answer. :)
2d
comment What is the most significant digit?
@Phonon: As far as I remembered, I edited correctly because I just added some $. Sorry Zonik. Forgive me if I did it wrong.
2d
revised Subset of vector space containing zero vector.
edited title