Hitomezashi stitch patterns at Numberphile
Hitomezashi stitch patterns at Numberphile
Some Friday afternoon #numberphile to warm your brain up: https://www.youtube.com/watch?v=Jw_ZPdnHGzg
This one's about Very Big Numbers
https://youtu.be/wyGNbs2mf5M?si=KU69ibZkBnLaLQwx
fractals in reality from Hideki Tsuiki via #numberphile
that h-fractal absolutely has my heart. i want to see it 10 times the size. it's like some weird reality where mathematics is projected into the real world.
“A 1.58-Dimensional Object”
https://www.youtube.com/watch?v=FnRhnZbDprE
Even better when it gets to the “integer dimensioned" fractals.
I'm enjoying the free time from classes to finally write a blog post again:
Risky Risk Results - https://mhoehle.github.io/blog/2025/02/21/risk.html
The work was inspired by a #Numberphile episode on erroneous calculations of the probabilities in the Game of Risk.
For anyone interested into how #DUAL_EC_DRBG worked, #numberphile made a good video about it.
Shakespeare’s use of the word “cypher" and the origin of the multiplication symbol (×): https://www.youtube.com/watch?v=21Ho32fAEEM
Surprisingly low numbers are unresolved in the ways that they're imperfect.
“An amazing thing about 276” https://www.youtube.com/watch?v=OtYKDzXwDEE
Schönes Video von #Numberphile.
https://www.youtube.com/watch?v=0LkBwCSMsX4
Slightly related habe ich nun einen Knoten im Hirn:
- Pi hat unendlich viele Nachkommastellen, in denen alle überhaupt möglichen Zahlenfolgen vorkommen.
- Also müssen auch *unendlich lange* Folgen sich wiederholender Zahlen, ob 666... oder 123123123..., darin vorkommen.
- Aber dann könnten dahinter nicht mehr alle noch fehlenden möglichen Zahlenfolgen kommen.
#Mathe-Bubble, helft mir mal, wo ist mein Denkfehler?
Got my prime number, 8933.
Nice Numberphile video. Starts with a divisibility test for 7, followed by divisibility tests for the other numbers up to 11.
Just watched an excellent video #TomScott did for #Numberphile about 5 years ago, on #numbers in #language: https://youtu.be/l4bmZ1gRqCc ("58 and other confusing numbers")
Really interesting to see it from a #linguistics POV, and I never realised #base10 was far from the only commonly used base system.
Lovely. How to mathematically determine whether a certain pattern in this classical number toy is possible when the starting pattern is 1,2,3,...,14,15,<blank>. For example, the one shown 15,14,13,...,3,2,1,<blank> is impossible. Ditto for the classic Sam Loyd one where 14 and 15 are switched.
Video by Numberphile.
@acciomath The #Numberphile youtube channel, and Matt Parker. Chalkdust magazine is also worth looking at.
My website has stuff as well.