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hi, i'm connor. :witches_town:

i'm interested in , , , , learning and playing with math. i enjoy writing , , and .

sometimes i hack games for the , but more generally i follow wherever my interests take me. i tend to avoid big projects because of that. i ramble a lot about whatever i'm working on or learning about.

i've helped my sister raise a dozen pet ! i also love , , , and .

tapping triplets to random songs is more fun than it aught to be

connor relayed

avatar is account owner wearing formal business attire

parser rambling 

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parser rambling 

there was also a teacher assistant at one point who thought i was saying "no" half the time that i actually said "oh" in response to something they had just told me :V

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i don't really get why people say "what?" whenever i pause to think
or when i say "ummm"
not something that happens as much as it used to but still

it used to be that you could edit your own cookies to extend longer but i doubt that works anymore

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websites should have text that appears when you check a "Keep me signed in" checkbox that describes why they won't actually keep you signed in

getting a location request from a website on my desktop is really bizarre since i don't think there's even anything it could retrieve more specific than my IP address which it already has

i'm sure this is already ten times what it costs to make

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headphones i was looking at got bumped up a hundred bucks because lol why not

imagine if you somehow combined geometric algebra with galois fieldsโ€ฆ wait oh no

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thinking about the PGA talk when he says "one lemon and one lemon always makes two lemons"โ€ฆ except in GF(2)

I guess I don't hate C++ but it sure makes every solution feel like another problem

I don't know what the trigonometric functions would achieve in this case though

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wait, now that i think of it, we already do define a bunch by their Taylor series, and the exponential function in particular is very useful. so i guess that answers that.

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speaking of, i was poking through a complex number library and was reminded that there are complex extensions of many functions. would such a thing still make sense for multivectors of many reals? would they be useful?

i think this account is just "things i think that are 'funny' but not ha ha funny" at this point

i've never looked into why, but it is a little funny that complex numbers, being made of a real part and an imaginary part, have the names that they do. they sound like lavish words a newspaper would use.

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