lerp being a linear interpolation function

it's a line thet goes from x to y,

when t goes from 0 to 1

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comp-sci pilled definition of konvex functions

it's literally just:

f( lerp(t,x,y) ) <= lerp(t, f(x), f(y))

for all x, y in Def(f)

and all parameters t between 0 and 1 (exclusive)

it's contrasting the function at a point between x and y, with a linear function between f(x) and f(y)

____

so:

if the function is sagging below every possible line you can draw between two points on the graph, it's convex

and if it's arching above every possible line you can draw between two points on the graph, its concave

Because of the absence of a recording for my math lectures, and because i couldn't focus on these pages of abstract symbols, i've started to record myself reading the lecture pdfs

The clarifying influence of The Eye is real you can't convince me otherwise

It's unreasonably effective, making me afraid of silence, of boring the ceaseless watcher that is listening on the other end

Forces me to perform like i know whats going on, and to try to be as complete in my explanation as i can

and since all the symbols can't be pronounced in human tounge, i have to find the essence of what ever the hell is going on in a proof, skipping over fine details i won't need in the exam

the magnus archives method for learning math is insanely effective combined with taking detailed notes of what was important in obsidian after the recording

Lmao

I also think Fedi is worth it

But come on it does highlight the weakness Mastodon has, regading the Migration of posts

It's kinda impossible to republish old posts

or at least you have to actually figure out a way and download some scripts off github

To demonstrate total basedness, noone should care even in the slightest that mastodon.lol shuts down

(i know it's complicated but)

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Mushroom dance mushroom dance whatever does it mean

... i don't know actually. Ask the mushrooms

Joined Apr 2022