Recent content by JoanBraidy

This might not be the best place to ask sorry but i don't see a delete button

similar to what I did thanks if I proved the general case, do you think that would be trivial?

itd be best to see what's going on geometrically ...a system of 2 linear equations in 2 variables represents 2 lines through the origin

I proved there's infinitely many n such that S_n has an element of order n^2

interesting i don't get why it's obvious that s_sum(p_i) has productp_i as its largest order couldnt there exist another partion of sum(p_i) whose lowest common multiple is bigger say 2+3+5=10=7+3 but 2*3*5=30 and 7*3=21 so S_(7+3) would have largest order 21 according to you but then it...

Im too lazy to read the above responses so sorry if this was repeated butthe answer is NO...if you want people to think youre a pretentious idiot then put your mensa membership on your grad app, if anything itll lower your chances of getting accepted

I became interested in this question a few weeks ago, I couldn't find much on it basically I've realized it's equivalent to finding for each n a partition of n say x_1,x_2,...,x_k such that x_1+x_2+...+x_k=n and lcm(x_1,...,x_k) is maximum (because you can then take the subgroup...

I want to start undergrad research for fun I emailed my school and they told me they don't offer any such opportunities for undergrads and suggested I wait until grad school. But I'm really bored this summer and lots of schools have UR so why shouldn't I? The problem is I don't know...