1F8LZF…8gsQ

Often single transmission channels contain blocks of data at more than one of the rates.

this is kukicha (茎茶), or "twig tea", which is made up of the other parts of plants used to make sencha/gyokuro like twigs, stems, and stalks. though its smell may suggest that its a lighter sencha, its a grassy tea. the flavor is odd but quite refreshing

just for the record, Galois fields create coding schemes that can correct more than one error, create a "perfect secrecy" cryptographic secret sharing scheme, and are the inspiration of lie groups

curves are sick man

To reconstruct the original secret, a minimum number of parts is required. In the threshold scheme this number is less than the total number of parts. Otherwise all participants are needed to reconstruct the original secret.

Suppose we want to use a (k, n) threshold scheme to share our secret S, without loss of generality assumed to be an element in a finite field F of size P where 0 < k ≤ n < P; S < P and P is a prime number.

The idea of Adi Shamir's threshold scheme is that 2 points are sufficient to define a line, 3 points are sufficient to define a parabola, 4 points to define a cubic curve and so forth. That is, it takes k points to define a polynomial of degree k−1.

Shamir's Secret Sharing is an algorithm in cryptography created by Adi Shamir. It is a form of secret sharing, where a secret is divided into parts, giving each participant its own unique part.

hahahhaah ive been meaning to speak to you about visiting
463 west st new york ny 10014

is compactness proportional to π?

"i can't wait till the NAN problem stands for 'not anyones problem'" - @818

what a gorgeous cover

readins for this weekend

yes sir, understood. who forgives gravity tho?

this genmaicha is Obukucha, a seasonal tea for the new year in Japan. it has an emphasis on higher quality leaves, meaning its closer to sencha than a cheap genmaicha. i think Obukucha can only be bought in stores, but its a really solid tea

this is genmaicha (玄米茶), or "puffed rice tea", a Japanese green. it's basically watered down sencha, but i'm convinced it smells like seaweed (not in a bad way). it's a way to enjoy the flavor of a high quality green tea without having to pay too much.

now what would cracker think of this?

oh also, Lie was trying to fit Galois's theories to differential equations when he came up with the concepts that lead to the formalized notion of a Lie group

thanks, reminded me to study Galois theory

On the morning of May 30, 1832, an unidentified man found Évariste Galois, one of history's greatest mathematicians, lying on the ground in a wooded area of Paris. He had been shot once in the stomach—during a duel—and died in Cochin Hospital the next day.

Galois is an absolute g

this is Jun Shan Yin Zhen, a yellow tea from the Hunan Province. yellow tea is between white and green, it's basically a more oxidized white tea. it tastes a bit sweeter than a white but is still closer to a white than a green.

feels

"How can seconds be square", you say?

well, if a second can be a cube, than of course it can be a square! the real question is how can a second be a cube

keeps ya honest :p

i'd be more open to socialism if everyone could hear eachother's thoughts

differential dataflow
https://blog.acolyer.org/2015/06/17/differential-dataflow/

woah wtf (h/t @107 )
https://twitter.com/cartwheelsam/status/1073645007137980416

lots of plot holes that don’t seem like they can be patched together (relativity -> classical mechanics -> quantum mechanics). doesnt mean its not valuable to learn tho

(physics is a scam tho)

this is the book they use at UVa, though i never took a course haha. sounds like you have the right progression though

https://jsnegroup.net/data/GENERALPHYSICS(2)-Book_9thedition-Bookphy1019th-civilianteam.pdf