Charles retweeted
A cat co-authored a scientific paper in 1975, when his owner, a physicist named Jack H. Hetherington, decided to add him as a second author to avoid changing the plural pronouns in his manuscript. The cat’s name was Chester, and he was given the pen name F.D.C. Willard, which stood for Felix Domesticus, Chester. Willard was also the name of Chester’s father. The paper was about atomic behavior at different temperatures, and it was published in Physical Review Letters, a prestigious physics journal.
Chester’s co-authorship was revealed when Hetherington sent some signed copies of the paper to his friends and colleagues, and included the cat’s paw prints as his signature. The story became widely known and amused many people in the scientific community. Chester even published another paper as the sole author in 1980, in a French popular science magazine. He died in 1982, but he is still remembered as the first and only cat to have authored a published scientific paper.
Charles retweeted
A jogger’s ponytail sways from side to side as the jogger runs, although the head only moves vertically. It turns out the vertical motion is unstable to lateral perturbations.
More on why that's the case in today's paper: fermatslibrary.com/s/ponytai…
Charles retweeted
Ever heard somebody saying 'Our city can't change, we are not like Amsterdam!'
Well, neither was #Amsterdam. It took bold choices and consistent -and ongoing- efforts.
—Zeilstraat, Amsterdam in the 1970s
Charles retweeted
You may not know you needed to hear Hillbilly-Asian Fusion music, but you do.
Wait for the Asian to fuse, baby…
Charles retweeted
Take the alphabet and do the following conversion:
A = 1
B = 2
C = 3
...
Z = 26
Words are sums of the corresponding letter values. The word PRIME is prime.
Charles retweeted
For the first time in nearly 50 years, the Adams County SPCA has no dogs left to adopt. #MerryChristmas
Charles retweeted
Happy 136th Birthday to Srinivasa Ramanujan, a self-taught Indian mathematical genius. He discovered nearly 4,000 theorems and equations, unique and groundbreaking. Some of his results were so advanced that they were not proven until decades after his death.
Today, India celebrates National Mathematics Day to commemorate Ramanujan's birth anniversary.
Charles retweeted

Historic Vids@historyinmemes28 Nov 2023
United States
United StatesConnected via United States App StoreAccount-level information, not a live location or per-post device.
This animation shows the irrationality of pi through the rotation of two rods, each with a constant but different speed.
Despite the intricate patterns they create, the rotations never perfectly align, highlighting pi's infinite, non-repeating decimal nature.
This emphasizes the impossibility of expressing pi as a ratio of two integers, a key characteristic of irrational numbers.
The perpetual near-miss between the rotations of the inner and outer rods, evident at moments like 22/7 and 355/113, well-known approximations of pi, further emphasizes the fascinating and unattainable nature of expressing pi as a simple fraction.
This visual representation contributes to the richness of mathematical exploration, showcasing the captivating complexity of pi's irrationality.
Charles retweeted
German girl demonstrating that SU(2) double covers SO(3), a.k.a, the Balinese Cup Trick, or Dirac’s Belt Trick. This is the basic reason a doubly quantised vortex in an SO(3) superfluid is topologically equivalent to the vortex-free state. See also nature.com/articles/s41467-0…
Charles retweeted
Born #Today in 1914, Hedy Lamarr was one of the most prominent actresses of the Hollywood's Golden Age: what we generally ignore is that she was a scientist and co-inventor of the spread spectrum technology
Charles retweeted
A counter-intuitive mathematical fact is the existence of Intransitive Dice. A set of 3 dice (A,B,C) is intransitive if A normally beats B, B normally beats C, but A does not normally beat C.
Here's an example:
- Die A has sides 2, 2, 4, 4, 9, 9.
- Die B has sides 1, 1, 6, 6, 8, 8.
- Die C has sides 3, 3, 5, 5, 7, 7.
The probability that A rolls a higher number than B, the probability that B rolls higher than C, and the probability that C rolls higher than A are all 5/9, so this set of dice is intransitive.
Charles retweeted
What’s inside Apple’s $129 Thunderbolt cable? We CT scanned one to find out, and compared it to some cheaper cables… 🧵
Charles retweeted
"Overall, Euclidean geometry is the geometry of flat surfaces (figure 111-a, below). Here, parallel lines remain parallel, the shortest path between two points is a straight line, etc. The Non-Euclidean geometry from the example discussed previously is called spherical geometry (figure 111-b). Here, parallel lines eventually converge, and the shortest path between two points is no longer a straight line, but a piece of a great circle. Another example of Non-Euclidean geometry that exists is called hyperbolic geometry (figure 111-c). This is often represented by a saddle, or a Pringle’s chip. In this geometry, parallel lines diverge from each other, and the shortest path between two points is a hyperbola. Independent of geometry, the shortest distance between any events is the path of least resistance, and it is called a geodesic."
By Clement Decrop, @Cream_Of_Decrop, theideaspace.io, Used with permission.

























