You are the end result of a “would you push the button” prompt where the prompt was “you have unlimited godlike powers but you appear to all and sundry to be an impetuous child” – Zero, 2022
the nth element of a recurrence relation defined by x_n = ax_0 + bx_1 + cx_2 + ... equals c_1(a_1)^n + c_2(a_2)^n + ... for some constant c, a. proof. consider x as a vector. Then by the linearity of the recurrence there is a linear operator taking a vector [x_0 x_1 ...] to the "next" vector [x_1 x_2 ...]. the nth member of the sequence is then an element of the vector produced by the action of this operator, raised to the nth power, on the initial vector. this bla bla bla bla bla
honestly i'm not sure how to prove that that'll be a something something power of n off the top of my head. eh
Which is bad. Technically, I should be going to office hours, but I can't make the TA's Thursday hours and I'm pretty sure I can't make the teacher's hours either.
I have not read many dark superhero stories that then turn into rom-coms that are still dark superhero stories.
Colour me modestly intrigued.
Tokyo ESP.
First Half: completely serious, straightfaced story about people suddenly developing psychic powers. Gets very dark toward the end, a bunch of people almost die.
Second Half: Much less serious, protagonist is an enormous dork, and has overtones of, well, a rom-com, like I said.
Okay, I think I've written something resembling a proof. The formula fits if the alphas satisfy alpha=x, x^2=x+1. It does, of course, resulting in the golden ratio bit, but I haven't quite proved that part, and I can't prove that without going back and making assumptions from the beginning. It would be...sloppy. The TAs only grade three randomly selected problems out of these sheets, so let's hope he skips that one.
But I understand everything, even if I don't understand quite how to prove it. Thanks, Tze and Lily.
I guess I'll be seeing that soon enough. Linear algebra's one of my subjects this semester, not that we've done any algebra yet. Nice trend there. Good if it continues.
well as far as i can tell there's routes you can take. one is analysis or algebra or whatever it's called. you define a vector as anything scaleable and addable, instead of a tuple, and suddenly you can talk about functions as being vectors, and differentiation being a matrix. or you can do this differential algebraic fucktopology thing i'm trying to get my head around where you define 'duals' and tangent bundles and... something. or something.
my actual class is matrix shuffling. learning things i could program a TI to do for me is quite demoralizing.
You are the end result of a “would you push the button” prompt where the prompt was “you have unlimited godlike powers but you appear to all and sundry to be an impetuous child” – Zero, 2022
...I hate how, no matter how far I get in my math education, stuff I haven't learned yet looks like gibberish.
Comments
Assassin poems, Poems that shoot
guns. Poems that wrestle cops into alleys
and take their weapons leaving them dead
honestly i'm not sure how to prove that that'll be a something something power of n off the top of my head. eh
Assassin poems, Poems that shoot
guns. Poems that wrestle cops into alleys
and take their weapons leaving them dead
Assassin poems, Poems that shoot
guns. Poems that wrestle cops into alleys
and take their weapons leaving them dead
Assassin poems, Poems that shoot
guns. Poems that wrestle cops into alleys
and take their weapons leaving them dead
Assassin poems, Poems that shoot
guns. Poems that wrestle cops into alleys
and take their weapons leaving them dead
except like without the keeping things frosty
(*tips fedora*)
First Half: completely serious, straightfaced story about people suddenly developing psychic powers. Gets very dark toward the end, a bunch of people almost die.
Second Half: Much less serious, protagonist is an enormous dork, and has overtones of, well, a rom-com, like I said.
it's quite the jarring departure.
Assassin poems, Poems that shoot
guns. Poems that wrestle cops into alleys
and take their weapons leaving them dead
Assassin poems, Poems that shoot
guns. Poems that wrestle cops into alleys
and take their weapons leaving them dead
Assassin poems, Poems that shoot
guns. Poems that wrestle cops into alleys
and take their weapons leaving them dead
imo eh
Assassin poems, Poems that shoot
guns. Poems that wrestle cops into alleys
and take their weapons leaving them dead
who gives a shit about pivots. define dirac delta you assholes. tell me about covectors
Assassin poems, Poems that shoot
guns. Poems that wrestle cops into alleys
and take their weapons leaving them dead
my actual class is matrix shuffling. learning things i could program a TI to do for me is quite demoralizing.